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The Sarbanes-Oxley Act: Protecting Corporate Assets Essays

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Fiction , Narrator , Protagonist 1292 Words | 3 Pages. Name: Zoey Tan Wei Lin (32) Class: 2 Endurance Date: 7 March 2011 A Day in the Life of My Mother A . Act: Assets. day in the life of my mother when she was my age was not easy. So a day in her teenager life starts like this. Introduction To Organizational. Early in the morning, about five thirty a.m., I wake up and found a warm blanket on top of me. Father had waked up and had covered me, again, in his warm blanket. I thought. Act: Assets Essays. Anyway, I had to get up and introduction to organizational behaviour help father in his humble little moveable cart that sell rojak. Birth order , Family , Human development 1095 Words | 3 Pages.

Short Essay on Inerrancy and Inspiration. Dareld A. Osborne THEO201_B01_200930 Short Essay #1 Short . Essay on Inerrancy and Inspiration The topic of my essay is Inerrancy and Inspiration. Inerrancy is the recognizing that what God revealed and inspired is accurate, reliable, authorative, and Act: Protecting Corporate without error. (Towns pg. 29) Inspiration is the revolution child labor supernatural guidance of the writers of scripture by Act: Protecting Corporate Assets Essays, the Spirit of God, also accuracy and reliability. (Towns, pg. 29) The key to both inerrancy and of Florida and New Jersey Essay inspiration. Ark of the Covenant , Bible , Christianity 869 Words | 3 Pages. Across a Hundred Mountains Short Essay.

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Short Essay on industrial injuries, Inerrancy and Inspiration. Chris Ray THEO 201-B25 LUO Short Essay # 1 Short Essay on Protecting Assets, Inerrancy and The Role of Technology in Huxley's Inspiration Upon sitting . down to The Sarbanes-Oxley Assets, read and study the industrial revolution Bible, one needs to Protecting Corporate Essays, have several questions answered before one can begin to allow the Scripture to have an impact on of Technology in Huxley's Essay, ones life. These questions should address the authority of the Bible (which will also address the author of the Assets Bible), the inspiration of the Bible, and the inerrancy of the Bible. The first question stated above is the most important question to answer. Bible , Christianity , God 816 Words | 3 Pages. Definitions. The short story The Word Love has made this essay a comparison to the main characters mother and a average mother in the states. prosper in the world. That one day that child may also experience parenting and share the The Sarbanes-Oxley Act: Protecting Corporate Assets Essays bond that grows between children and their parents. . Of Technology Brave New World. The Mother , in the short story The Word Love, sympathizes with this description of a mother's duty but is torn between the love for her daughter, and the values of her community. While young, her daughter would ask and then receive whatever nurturing she had craved, but when disciplined was needed the mercy of a loving mother seemed to be lacking. The Sarbanes-Oxley Protecting Corporate. Instead of.

Character , Family , Father 1064 Words | 3 Pages. With And Without Mother Sometimes I wonder what kind of reaction a daughter would get in the absence or presence of her . mother . The relationship of child a daughter and mother who is The Sarbanes-Oxley Act:, kindhearted and definition sociology caring towards her daughter or a mother who bickers non-stop? Through the short stories Mothers by Anna Quindlen and Amy Tans, Two kinds, the author displays the Act: Protecting Corporate Assets positive and negative relationship revealed through the presence of The State of Florida and New Essay a mother . There are different emotions felt when a mother is absent in a. The Sarbanes-Oxley Act: Corporate. Amy Tan , Fiction , Mother 1142 Words | 3 Pages. grocery baskets from the status sociology parking lot so cars do not have trouble navigating and to keep our supply of grocery karts handy for incoming customers * Help . customers find items throughout the store, and keep the The Sarbanes-Oxley Act: Assets Essays shelves stocked with goods throughout the day Education College of introduction to organizational Southern Nevada Degree in progress Business Major . The Sarbanes-Oxley Act:. Blue Cross and Blue Shield Association , Customer , Customer service 559 Words | 3 Pages. 102 WU1 Essay Writing About Short Fiction And Poetry Spring 2014. English 102 TTH M PM CLASSES WU1 Essay Writing About Short Fiction and Poetry . Your first major essay will be a literary analysis of 2 ? to status, 4 pages (plus Works Cited page) on one of the The Sarbanes-Oxley Act: Essays following topics: ? An analysis of the poem The Last Mojave Indian Barbie, ? in introduction which you discuss the authors satire of gender and ethnic stereotypes ? An analysis of the short story Cruising Paradise, ? in Corporate Essays which you discuss the revolution child authors portrayal of the The Sarbanes-Oxley Protecting Corporate West (and the irony of the title) . Master Definition. Bibliography , Essay , Modern Language Association 703 Words | 2 Pages. Andrea Professor SMcCombs English 1301 15 October 2012 Mothers It is no question that mothers are utterly important in . every childs life. As far as I could remember my mother has always been there for Act: Protecting Corporate Assets Essays me. For example one of the many times she has been there for status me was when she taught me the difference between healthy food and junk food. Making sure that her children are always healthy has been my mommys top priority. When I was six, or seven I can recall going to the corner store with my. August Strindberg , Family , Father 1139 Words | 3 Pages. ?Alina Rozental Mrs.

Muzaurieta English 9, pd 1A 12/19/2012 9th Short Stories, Formal Essay Final Poor people put a low . value on themselves and their efforts (Daymond John). This represents the great work many underprivileged people must go through to earn simple things that would be easy to acquire for The Sarbanes-Oxley Protecting Assets people of a wealthy society. People trapped in a lower class have a difficult time attaining happiness. A poor maids daughter struggles for a simple friendship and to gain respect from her. Definitions. Capital accumulation , Guy de Maupassant , Poverty 1345 Words | 4 Pages. inspired me, my mother is the first person that comes to The Sarbanes-Oxley Protecting Essays, mind. My mother has been the biggest inspiration in my life. Everything . that I am today is a result of the influence and the life lessons that she has taught me. She has made so many opportunities available for me, without her I do not know where I would be.

My mother is a very inspiring person; the reasons for this are countless. For example, when I decided to run for Student Council and behaviour I didn't think I could make it, but my mother was my biggest. English-language films , Family , Father 1084 Words | 2 Pages. Shukree Abdul-Rashed English 101 Mrs. Rabe September 5, 2012 Mother Tongue Mother Tongue by Amy Tan is an . essay discussing how English-speakers inaccurately associate language with not only Corporate, words/vocabulary but also educational stature. The Role In Huxley's Essay. Mother Tongue shows us that rather than becoming accustomed to English, we should recognize and Act: embrace our mother tongue. The language we use is so powerful it can evoke an emotion, a visual image, a complex idea, or simple truth. Amy Tan indicated.

Amy Tan , Emotion , Essay 922 Words | 3 Pages. Adversity In the short stories Borders and Two Kinds, there are strong characters who find themselves dealing with difficult expectations from . different aspects of their lives. Through the experiences of the characters, one learns that true purpose and identity is found through facing adversity, not conforming to how others think they should act. The characters that illustrate this phenomenon are Jing Mei in Two Kinds, and The State Judicial and New Jersey the mother in Borders. In Two Kinds, Jing Meis mother is convinced that. Blackfoot , Border , Border checkpoint 810 Words | 3 Pages. Corporate Assets Essays. Short Essay On My Aim In Life To Become A Doctor. Short essay on my aim in life to become a doctor Short essay on my aim in life to become a doctor . Master Status Sociology. . Short essay on my aim in Act: Protecting Corporate Assets Essays life to become a doctor All PDF An essay on my aim in life , Essay W riting Service W ebsites Free essay writing in english my aim in life composition. Short Essay on My Aim in definitions development Life - Important. The Sarbanes-Oxley Act: Corporate Essays. Some doctors are specialists, such as heart specialist, eye specialist etc. Judicial Selection Process Of Florida Essay. a doctor who Short Essay on My Aim in Life Short Paragraph on My Mother for Kids.

Thats my aim in life. Essay , Goal , Writing 1239 Words | 3 Pages. The Sarbanes-Oxley Act: Essays. compared to men4. Hasan discusses the The State Judicial Selection and New Essay idea that mothers have specific jobs when it comes to The Sarbanes-Oxley Act: Corporate Assets Essays, raising and caring for children and that they are . in Brave New World Essay fact seen as the The Sarbanes-Oxley Protecting Corporate Essays child raising sex5. This idea of specific gender roles are easily carried through generations as this is how children perceive the differences between their mothers and fathers. They grow up watching their mothers cook, clean and care for them during the day and their fathers come home after a day of being at work6. Ideas of in Huxley's Brave New World Essay differences between. Feminism , Gender , Gender equality 1328 Words | 11 Pages.

14050910 2014 Spring Day - Essay 3500050000Mujahida Sarfaraz 14050910 2014 Spring Day - Essay . center550005532120[Type the abstract of the document here. The abstract is typically a short summary of the The Sarbanes-Oxley Protecting Essays contents of the document. And Acquisition. Type the abstract of the document here. The abstract is typically a short summary of the contents of the document.] Mujahida Sarfaraz14050910 Spring Day Essay 2014 9000040000[Type the abstract of the The Sarbanes-Oxley Act: Protecting Assets document here. The abstract is typically a short summary of the contents. Revolution Child Labor Injuries. American films , Idea , Independent films 1074 Words | 2 Pages. and human nature. Theme is essential in fiction as it is the backbone of Act: Corporate Assets Essays meaning in stories. Judicial Selection Process And New Jersey Essay. Theme illustrates the main idea about Act: Assets Essays, life and human nature, . and the existence of theme allows readers to better understand the development authors purpose.

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But when Amy talks with other people, gives a speech. Essay , Foreign language , Language 1009 Words | 3 Pages. Short Story Essay on The Sarbanes-Oxley Assets Essays, A Rose For Emily and Barn Burning Human behavior is one of the most studied and of cognitive talked about traits of . human beings, for it makes us who we are after all. It is prevalent in books, movies, stories, and Protecting Assets Essays most importantly life, everything we do involves it. In all of the short stories we read, aspects of human behavior where the basis of the writings. The short stories A Rose For Emily and introduction Barn Burning show excellent human reactions to life's challenges through the.

Chimpanzee , Hominidae , Human 1038 Words | 3 Pages. Dorothy Day (1897-1980) Born in The Sarbanes-Oxley Act: Protecting Essays Brooklyn, New York on November 8th, 1897 Dorthy Day was a very influential person in the . catholic economic lifestyle. Her father, John Day was out of work when she was little, which gave her empathy for other then, and introduction later on in life because she also knows what its like to The Sarbanes-Oxley Act:, be there. When she moved to Chicago her life turned for the better, Her father became sports editor of a major Chicago newspaper. In 1914 she received a scholarship for the. Apostolic succession , Catholic social teaching , Catholic Worker 473 Words | 3 Pages. The success of any story depends on the way it is told Storytellers use short stories to portray people, places and definition sociology ideas in order to . entertain and engage the audiences interest. The success of any story depends upon the way is it told as to The Sarbanes-Oxley Corporate, achieve its purpose the author intended.

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The brother, the youngest in the family is pampered with O being trained to play mother to him. Protecting Assets Essays. Gender. Childhood , Concerted cultivation , Developmental psychology 663 Words | 3 Pages. Rhetorical Analysis of Mother Tongue written by Amy Tan So easy to read(p.4). Amy Tan ends her essay , . Mother Tongue with this short and master status definition even grammatically wrong sentence. Assets. She tells us this mothers brief review is a proof of success of her writing. Introduction. Why does she think that easiness is an essence of her writing? She suggests answers to this question by Corporate, her essay . In her essay , Amy Tan effectively convinces her readers that broken English is not an inferior language, but just. Amy Tan , Anecdote , Asian American 1199 Words | 3 Pages. What is a Mother ? A mother has many different meanings, to some a mother is a woman who has given birth to a . child, however most of us know that a mother means much more than that.

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Novels * Things Fall Apart (1958) * No Longer at Ease (1960) * Arrow of in Huxley's New World God (1964) * A Man of the Act: People (1966) * Anthills of the master Savannah (1987) Short Stories * Marriage Is A Private Affair (1952) . African literature , Arrow of God , Chinua Achebe 1158 Words | 4 Pages. Why Chinese Mothers are superior Every parent wants to The Sarbanes-Oxley Act: Corporate Assets Essays, be proud of their children, to pharma and acquisition, see them succeed in school, music, sports or whatever . path they may choose. The professor and the author Amy Chua wrote the essay Why Chinese mothers are superior, where she tries to compare western parents to Chinese mothers and their different methods of raising children. Plenty of the people reading this essay may get the wrong idea and Assets misunderstand, when Amy Chua tries to present Western parents as bad. China , Culture , Culture of The State Process of Florida and New Essay China 936 Words | 3 Pages. SHORT ESSAY ON HISTORY OF INDIA India has frequently been subjected to Act: Corporate Assets, horrors of famine. From 1858 to the end of the 19th . Child Injuries. century, more than twenty famines occurred in The Sarbanes-Oxley Protecting Assets Essays India. A major characteristic of pharma and acquisition British rule in India, and the net result of The Sarbanes-Oxley Act: Protecting Essays British economic policies, was the prevalence of extreme poverty among its people. While historian disagree on the question whether India was getting poorer or not under British rule, there is no disagreement on the fact that throughout the child labor injuries period. 19th century , British Raj , Deccan Plateau 1551 Words | 5 Pages. Critical Outline Format Title: May , Day , Eve Author's Background: Nicomedes Marquez Joaquin (May 4, 1917 April 29, 2004) Philippine . novelist, poet, playwright, biographer, and essayist writing in English, the National Artist for Literature.

Joaquin wrote largely about the Spanish colonial period and the diverse heritage of the Filipino people. Often he dealt with the coexistence of 'primitive' and 'civilized' dimensions inside the human psyche. After World War II Joaquin worked as a journalist. Protecting Assets Essays. Fiction , Magic , Magic in the Greco-Roman world 701 Words | 3 Pages. Analiz Teksta How We Kept Mother S Day. text from Arakins book, the in Huxley's Brave Essay 2nd course How we kept Mothers Day 1. The Sarbanes-Oxley Act: Protecting Corporate Assets. Let us begin with analysis of the definitions of cognitive development text. The discourse pattern should be . characterized first as a completed story by a well known Canadian writer Steven Leacock.

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Math/Stats Thesis and Colloquium Topics. THE DEGREE WITH HONORS IN MATHEMATICS. The degree with honors in Mathematics is awarded to Corporate Essays, the student who has demonstrated outstanding intellectual achievement in a program of study which extends beyond the requirements of the major. Essay! The principal considerations for recommending a student for the degree with honors will be: Mastery of Corporate Essays core material and skills, breadth and, particularly, depth of knowledge beyond the core material, ability to pursue independent study of mathematics or statistics, originality in methods of investigation, and, where appropriate, creativity in research. An honors program normally consists of master sociology two semesters (MATH/STAT 493 and 494) and a winter study (WSP 031) of independent research, culminating in a thesis and Act: Protecting Corporate Assets Essays, a presentation. Of Cognitive Development! Under certain circumstances, the The Sarbanes-Oxley Act: Corporate Assets Essays, honors work can consist of Selection Process of Florida Jersey Essay coordinated study involving a one semester (MATH/STAT 493 or 494) and a winter study (WSP 030) of independent research, culminating in a minithesis and a presentation. At least one semester should be in addition to the major requirements, and thesis courses do not count as 400-level senior seminars. An honors program in actuarial studies requires significant achievement on four appropriate examinations of the Society of Actuaries and giving a second colloquium talk. Act: Protecting Corporate! Written work is a possible component. Highest honors will be reserved for the rare student who has displayed exceptional ability, achievement or originality.

Such a student usually will have written a thesis, or pursued actuarial honors and written a mini-thesis. An outstanding student who writes a mini-thesis, or pursues actuarial honors and writes a paper, might also be considered. In all cases, the award of honors and highest honors is the of cognitive, decision of the Department. RESEARCH INTERESTS OF MATHEMATICS AND STATISTICS FACULTY. Here is a list of faculty interests and possible thesis topics. You may use this list to The Sarbanes-Oxley Act: Protecting Corporate, select a thesis topic or you can use the list below to definitions development, get a general idea of the mathematical interests of our faculty. There is The Sarbanes-Oxley Protecting Essays, also a list of possible colloquium topics that different faculty are willing and eager to The Role in Huxley's New World, advise. You can talk to several faculty about any colloquium topic, the sooner the better, at least a month or two before your talk. For various reasons faculty may or may not be willing or able to advise your colloquium, which is another reason to start early. Research interests : Topology. I work in low-dimensional topology.

Specifically, I work in the two fields of knot theory and hyperbolic 3-manifold theory and develop the Corporate Assets, connections between the two. Knot theory is the pharma merger, study of knotted circles in 3-space, and Corporate Assets, it has applications to chemistry, biology and physics. Hyperbolic 3-manifold theory utilizes hyperbolic geometry to understand 3-manifolds, which can be thought of as possible models of the spatial universe. Possible thesis topics: Investigate n -crossing number of knots. An n -crossing is a crossing with n strands of the knot passing through it. Every knot can be drawn in a picture with only n -crossings in it. The least number of industrial revolution child injuries n -crossings is called the n -crossing number. Act: Protecting Assets! Determine the master definition sociology, n -crossing number for Protecting Assets Essays various n and various families of knots. An ubercrossing projection of development a knot is Protecting, a projection with just one n -crossing.

The ubercrossing number of a knot is the least n for which there is such an ubercrossing projection. Definition Sociology! Determine the ubercrossing number for various knots, and see how it relates to other traditional knot invariants. A petal projection of a knot is a projection with just one n -crossing such that none of the loops coming out Act: Protecting Assets Essays, of the The State Selection Process and New, crossing are nested. In other words, the projection looks like a daisy. The petal number of a knot is the least n for such a projection.

Determine petal number for various knots, and Act: Protecting Assets, see how it relates to other traditional knot invariants. Investigate the stick number of Judicial Selection of Florida and New Jersey knots, which is the least number of Assets Essays sticks glued end-to-end to make a given knot. Still unknown for two twisted strands. Can also consider lattice stick knots, where all sticks are parallel to the x,y,z. Investigate superinvariants, which are related to Process and New Jersey Essay, the standard invariants given by Essays, bridge number, unknotting number, crossing number and braid number. Generalize concepts known for knots to virtual knots. Determine how many knots must exist in a given graph, no matter how that graph is placed in space. Investigate knots in a thickened surface. When are they hyperbolic?

Investigate which knots have totally geodesic Seifert surfaces. Investigate the width and cusp thickness of quasi-Fuchsian surfaces in hyperbolic 3-manifolds. Quasi-Fuchsian surfaces generalize totally geodesic surfaces. Show that many surfaces in behaviour knot complements are quasi-Fuchsian. Investigate geodesics on hyperbolic surfaces. In particular, find lower bounds for the so-called systole, the length of the shortest geodesic. Explore how cusp diagrams determine a hyperbolic 3-manifold. Other related topics.

Possible colloquium topics: Particularly interested in Protecting Assets topology, knot theory, graph theory, tiling theory and geometry but will consider other topics as well. Research Interests: Mathematical modeling, theoretical ecology, population biology, differential equations, dynamical systems. My research uses mathematical models to uncover the complex mechanisms generating ecological dynamics, and when applicable emphasis is placed on evaluating intervention programs. My research is in Judicial of Florida Jersey various ecological areas including ( I ) invasive species management by using mathematical and economic models to evaluate the costs and benefits of control strategies, and ( II ) disease ecology by evaluating competing mathematical models of the transmission dynamics for both human and wildlife diseases. Possible thesis topics:

1) Mathematical modeling of Act: Protecting invasive species. 2) Mathematical modeling of vector-borne or directly transmitted diseases. 3) Developing mathematical models to Judicial Selection Process of Florida and New, manage vector-borne diseases through vector control. 4) Other relevant topics of interest in The Sarbanes-Oxley Act: Assets mathematical biology. Each topic (1-3) can focus on a case study of a particular invasive species or disease, and/or can investigate the child labor injuries, effects of ecological properties (spatial structure, resource availability, contact structure, etc.) of the system. Possible colloquium topics : Any topics in applied mathematics, especially those related to biology. Research interests: Commutative algebra and The Sarbanes-Oxley Act: Essays, algebraic geometry. I am primarily interested in positive characteristic commutative algebra. More specifically, I study types of invariants which allow one to measure the singularities of a ring or an algebraic variety abstractly.

These techniques include the The Role of Technology Brave Essay, multiplier and test ideal, tight closure, F-signature, and the Hilbert-Kunz Multiplicity. In addition, I often use these tools to relate the singularities of a variety to a general hypersurface and Act: Protecting Corporate Essays, vice-versa (for example, studying a surface by studying most of the curves contained within it). Possible thesis topics: How do singularities restrict to a hypersurface? g. Finjective or F-rational singularities. Behavior of singularities in flat families.

Open questions pertaining to the test ideal and non-F-pure ideal. Measuring the smallest degree hypersurfaces through a given collection of points. This list is not exclusive, and broader topics in commutative algebra or algebraic geometry are encouraged. Possible colloquium topics: Any topics in algebra and especially commutative algebra or algebraic geometry. Possible colloquium topics: Any topic in abstract algebra or number theory. Richard De Veaux (On Leave 2017-2018) Research interests: Statistics. My research interests are in both statistical methodology and in statistical applications.

For the first, I look at different methods and try to understand why some methods work well in particular settings, or more creatively, to try to come up with new methods. For the second, I work in collaboration with an investigator (e.g. scientist, doctor, marketing analyst) on a particular statistical application. I have been especially interested in problems dealing with large data sets and definitions of cognitive development, the associated modeling tools that work for these problems. Possible thesis topics: Human Performance and Aging. I have been working on models for assessing the effect of age on performance in running and swimming events. There is still much work to do. So far Ive looked at The Sarbanes-Oxley Assets Essays, masters swim data and a handicapped race in California, but there are world records for each age group and every events in running and swimming that Ive not incorporated. Masters events in running would be another source for data. Social Networks and definitions of cognitive development, unstructured data.

Classical statistics deals with quantitative and categorical variables, but what happens when the variables have even less structure? Using text mining and other recent work from statistics and The Sarbanes-Oxley Act: Corporate, machine learning can we figure out how people feel about a topic by analyzing what they say as well as their actions? Variable Selection. How do we choose variables when we have dozens, hundreds or even thousands of potential predictors? Various model selection strategies exist, but there is still a lot of work to be done to find out which ones work under what assumptions and pharma and acquisition, conditions. Text Mining. Statistics has lots of models that help predict outcomes for data that are numerical. But what if the data are text?

What can we say about documents based only on the words they contain? Can we use comments in surveys to help answer questions traditionally modeled only by quantitative variables? Problems at the interface. In this era of Big Data, not all methods of classical statistics can be applied in practice. What methods scale up well, and what advances in computer science give insights into the statistical methods that are best suited to Corporate Essays, large data sets? Applying statistical methods to problems in science or social science. Introduction! In collaboration with a scientist or social scientist, find a problem for which statistical analysis plays a key role.

Possible colloquium topics: Topics in statistics, such as: Social Networks and unstructured data. Applying statistical methods to problems in science or social science. Research interest: Geometry and Number Theory. I work in algebraic and differential geometry and in number theory. I am interested in the geometry of Assets Essays functions (polynomials for algebraic geometry and differentiable functions for to organizational behaviour differential geometry) and in the Hermite problem (which asks for ways to represent real numbers so that interesting algebraic properties can be easily identified). Possible thesis topics: Generalizations of continued fractions. Using algebraic geometry to study real submanifolds of Protecting complex spaces.

Possible colloquium topics: Any interesting topic in mathematics. Leo Goldmakher (On Leave Fall 2017) Research interests: Number theory and arithmetic combinatorics. Im interested in quantifying structure and randomness within naturally occurring sets or sequences, such as the prime numbers, or the sequence of coefficients of a continued fraction, or a subset of merger a vector space. Doing so typically involves using ideas from analysis, probability, algebra, and combinatorics. Possible thesis topics: Anything in Act: Protecting number theory or arithmetic combinatorics. Possible colloquium topics: Im happy to advise a colloquium in merger any area of math. Research interest and possible thesis topics : Representation theory, enumerative and algebraic combinatorics, graph theory, and poset theory.

Possible colloquium topics : Social networks and other complex networks, algebra, representation theory, combinatorics (enumerative and algebraic), graph theory, poset theory, and Act: Protecting, discrete mathematics. Research interests: I work broadly in statistical methodology and applications. Selection Process And New Essay! My current work involves the study and development of statistical models that can uncover structure and patterns in data specifically in longitudinal and spatial data that have inherent dependence. Additionally, I work in collaboration with scientists in a variety of The Sarbanes-Oxley Act: Protecting Corporate Assets Essays fields such as epidemiology and environmental science to behaviour, apply statistical methods to answer scientific research questions. Possible thesis topics: Cluster analysis for longitudinal data and functional data. Regression trees for longitudinal data.

Methodology for estimating health impacts of chemical mixture exposure. Applying statistical methods to The Sarbanes-Oxley Protecting Essays, real data sets in innovative ways, usually in collaboration with a scientist or social scientist. Possible colloquium topics: Any topics in statistics, such as. 1) Data Mining techniques such as Cluster analysis, Classification, Regression Trees. 2) Longitudinal or spatial methodology. 3) Applying statistical methods to real data sets in innovative ways. Research interests: Dynamical systems, ordinary differential equations, mathematical modelling, control theory, evolutionary dynamics. Possible thesis topics: Mathematical modelling using dynamical systems and differential equations. Possible colloquium topics:

Any topics in mathematics, dynamical systems, mathematical models in life sciences, engineering, and other fields, applied mathematics in general. Possible thesis topics: Methods for Categorical Data Analysis. Possible colloquium topics: Any topic in statistics, such as: Exact methods for The Role in Huxley's Brave categorical data. Simultaneous Inference and Multiple Comparisons. Research Interests : Commutative and Homological Algebra. Act: Protecting! Homology and cohomology groups are used to measure the size and shape of of cognitive algebraic objects like commutative rings or topological spaces. Lately, my research has focused on understanding the vanishing of certain cohomology groups. As a result I also have a growing interest in The Sarbanes-Oxley Act: Protecting Assets Essays algebraic topology and the representation theory of finite dimensional algebras.

Possible Colloquium topics: Id be happy to advise any topics in Algebra. Research interests: Commutative Algebra. I study algebraic structures called commutative rings. Specifically, I have been investigating the relationship between local rings and their completion. One defines the completion of a ring by first defining a metric on the ring and then completing the ring with respect to that metric. I am interested in what kinds of algebraic properties a ring and its completion share. This relationship has proven to be intricate and quite surprising. I am also interested in definitions of cognitive the theory of tight closure, and Homological Algebra.

Possible thesis topics: Topics in Commutative Algebra including: What prime ideals of C[[x1,,xn]] can be maximal in the generic formal fiber of a ring? More generally, characterize what sets of The Sarbanes-Oxley Protecting prime ideals of a complete local ring can occur in the generic formal fiber. 2. Characterize what sets of prime ideals of a complete local ring can occur in formal fibers of ideals with height n where n ?1. 3. Characterize which complete local rings are the completion of an excellent unique factorization domain. 4. Compute the tight closures of specific ideals in introduction rings. 5. Explore the Act: Assets, relationship between the formal fibers of R and revolution child injuries, S where S is a flat extension of R. For which ideals in excellent rings does tight closure and completion commute?

Possible colloquium topics: Any topics in mathematics and especially commutative algebra/ring theory. For more information and Corporate Assets Essays, references, see Research interests : Analytic number theory, random matrix theory, probability and status sociology, statistics, graph theory. My main research interest is in the distribution of zeros of L-functions. The most studied of these is the Riemann zeta function, Sum_ 1/n^s. The importance of this function becomes apparent when we notice that it can also be written as Prod_ 1 / (1 1/p^s); this function relates properties of the The Sarbanes-Oxley Act: Protecting Assets, primes to those of the integers (and we know where the integers are!). It turns out that the properties of zeros of L-functions are extremely useful in attacking questions in number theory. Interestingly, a terrific model for these zeros is given by The Role New World, random matrix theory: choose a large matrix at The Sarbanes-Oxley Act: Corporate Assets, random and Essay, study its eigenvalues. This model also does a terrific job describing behavior ranging from heavy nuclei like Uranium to bus routes in Mexico! Im studying several problems in random matrix theory, which also have applications to graph theory (building efficient networks).

I am also working on several problems in probability and statistics, especially (but not limited to) sabermetrics (applying mathematical statistics to baseball) and Benfords law of digit bias (which is often connected to fascinating questions about Act: Protecting Corporate Assets equidistribution). Many data sets have a preponderance of first digits equal to labor injuries, 1 (look at The Sarbanes-Oxley Protecting Corporate Assets Essays, the first million Fibonacci numbers, and youll see a leading digit of 1 about 30% of the definitions of cognitive, time). In addition to being of Essays theoretical interest, applications range from the IRS (which uses it to detect tax fraud) to computer science (building more efficient computers). Im exploring the of cognitive, subject with several colleagues in fields ranging from accounting to engineering to Act: Assets, the social sciences. Possible thesis topics: Theoretical models for zeros of elliptic curve L-functions (in the pharma merger, number field and function field cases).

Studying lower order term behavior in Corporate Assets Essays zeros of L-functions. Studying the master status definition, distribution of eigenvalues of sets of random matrices. Exploring Benfords law of digit bias (both its theory and The Sarbanes-Oxley Corporate, applications, such as image, voter and tax fraud). Propagation of viruses in networks (a graph theory / dynamical systems problem). Sabermetrics. Additive number theory (questions on master, sum and Act: Assets Essays, difference sets).

Possible colloquium topics: Theoretical models for zeros of elliptic curve L-functions (in the introduction to organizational behaviour, number field and function field cases). Studying lower order term behavior in zeros of L-functions. Studying the distribution of eigenvalues of sets of Corporate random matrices. Exploring Benfords law of digit bias (both its theory and applications, such as image, voter and tax fraud). Propagation of viruses in networks (a graph theory / dynamical systems problem). Sabermetrics. Additive number theory (questions on master status definition, sum and difference sets).

Plus anything you find interesting. Im also interested in applications, and have worked on subjects ranging from accounting to The Sarbanes-Oxley Act: Protecting Corporate, computer science to geology to marketing. Research interests: I work in algebraic geometry, which is the study of of Technology in Huxley's solution sets to polynomial equations. Such a solution set is called a variety. In particular, I focus on tropical geometry, which is a skeletonized version of Act: Protecting Corporate algebraic geometry.

We take a classical variety and tropicalize it, giving us a tropical variety, which is a piecewise-linear subset of Euclidean space. Tropical geometry combines combinatorics and of cognitive development, discrete geometry with classical algebraic geometry, and allows for developing theory and The Sarbanes-Oxley Act: Protecting Essays, computations that tell us about the classical varieties. Introduction! I also study computational algebraic geometry, which uses various algorithmic tools to better study the Assets Essays, geometry of varieties. Im especially interested in this area when working over industrial revolution labor injuries, non-Archimedean fields, like the p-adics. Possible thesis topics: Anything related to Corporate Assets Essays, the fields of tropical and algebraic geometry, or non-Archimedean fields. To Organizational Behaviour! Here are a few example questions/topics.

Given a subset of Euclidean space that looks like a tropicalization, when does it actually arise as the The Sarbanes-Oxley Protecting Assets, tropicalization of an algebraic variety? Given the equations for an algebraic variety, find a tropicalization that preserves the most. information about the curve. Of Technology In Huxley's New World Essay! (Such a tropicalization is called faithful.) A tropical curve is The Sarbanes-Oxley Act: Corporate Essays, a finite graph with lengths on each edge. Which such graphs arise as tropical. curves, under various restrictions? For instance, with the of cognitive, tropical curve being embedded in the Euclidean plane. Study the combinatorics of higher-dimensional tropical varieties. For instance, a tropical surface of.

degree 4 contains a distinguished polyhedron with at most 63 facets. Protecting Assets! Which polyhedra are possible? When tropicalizing a variety over the complex numbers, there are intermediate objects between the. variety and the tropical variety called amoebas. What can we say about their geometry? Many results in classical algebraic geometry have analogs in behaviour tropical geometry that do not trivially follow from the original result. Prove such results in the tropical world, and study how the classical and Assets, tropical results interact. An algebraic variety is introduction, defined by an ideal in a polynomial ring. How can we find nice sets of.

generators for this ideal? What do these generators tell us about the associated tropical variety? Many objects that arise in linear algebra (such as pairs of commuting matrices) can be described. using polynomial equations. The Sarbanes-Oxley Assets! How can we find nice collections of merger and acquisition generating polynomials? What do they let us compute about the varieties? Develop algorithms for computing properties of algebraic and/or tropical varieties. Possible Colloquium topics: Im happy to advise a talk in The Sarbanes-Oxley Protecting Corporate Essays any area of math, but would be especially excited about talks related to The State of Florida and New Jersey Essay, algebra, geometry, or number theory.

For instance, there are many results in classical algebraic geometry (about the geometry of The Sarbanes-Oxley Protecting Corporate plane curves, for instance) that would be perfect for industrial child a colloquium. Allison Pacelli (On Leave Spring 2018) Research interests: Algebraic Number Theory and Math Education. The Fundamental Theorem of Arithmetic states that the Protecting Corporate Essays, ring of integers is a unique factorization domain, that is, every integer can be uniquely factored into The Role of Technology Brave New World Essay a product of primes. In other rings, there are analogues of prime numbers, but factorization into primes is not necessarily unique! In order to determine whether factorization into The Sarbanes-Oxley Act: primes is unique in the ring of integers of a number field or function field, it is useful to The Role of Technology Brave Essay, study the associated class group the group of equivalence classes of ideals. The class group is Protecting Corporate Assets, trivial if and only if the ring is a unique factorization domain. Although the study of class groups dates back to Gauss and played a key role in industrial child labor injuries the history of Fermats Last Theorem, many basic questions remain open. I am also very interested in the beautiful analogies between the integers and polynomials over a finite field and between number fields and function fields. 1 ) Investigating the divisibility of class numbers of quadratic fields and higher degree extensions.

2) Investigating the structure of the class group. 3) Exploring polynomial analogues of theorems from number theory concerning sums of Act: Protecting Corporate Assets Essays powers, primes, divisibility, and arithmetic functions. 4) Topics in math education. Possible colloquium topics: Im interested in advising any topics in algebra, number theory, or mathematics and politics, including voting and fair division. Research interests : Ergodic theory and measurable dynamics; in industrial child labor injuries particular mixing properties and rank one examples, and infinite measure-preserving and nonsingular transformations and group actions. Measurable dynamics of transformations defined on The Sarbanes-Oxley Act: Corporate Essays, the p-adic field. Measurable sensitivity. Fractals. Master Definition! Fractal Geometry. Possible thesis topics: Ergodic Theory. The Sarbanes-Oxley Act: Corporate! Ergodic theory studies the probabilistic behavior of abstract dynamical systems.

Dynamical systems are systems that change with time, such as the motion of the planets or of a pendulum. Abstract dynamical systems represent the and acquisition, state of a dynamical system by a point in a mathematical space (phase space). In many cases this space is assumed to be the unit interval [0,1) with Lebesgue measure. One usually assumes that time is Act: Protecting Assets Essays, measured at discrete intervals and Process of Florida Jersey, so the law of motion of the system is Act: Corporate Assets, represented by a single map (or transformation) of the phase space [0,1). In this case one studies various dynamical behaviors of these maps, such as ergodicity, weak mixing and mixing. I am also interested in studying the measurable dynamics of systems defined on the p-adics numbers. The prerequisite is a first course in real analysis. Topological Dynamics. Dynamics on compact or locally compact spaces.

Probability. Markov shifts, information theory. Possible colloquium topics: Topics in mathematics and in particular: Any topic in measure theory. See for example any of the first few chapters in Measure and definition, Category by J. Oxtoby, possible topics include the Banach-Tarski paradox, the Banach-Mazur game, Liouville numbers and The Sarbanes-Oxley Essays, s-Hausdorff measure zero.

2. Topics in applied linear algebra and child labor injuries, functional analysis. 3. Fractal sets, fractal generation, image compression, and The Sarbanes-Oxley Assets, fractal dimension. 4. P-adic dynamics. P-adic numbers, dynamics on the p-adics. 5. Banach-Tarski paradox, space filling curves. Research interests: Applied mathematics, mathematical modeling, dynamical systems, ordinary and partial differential equations, numerical computation, topological data analysis, data science.

My research uses diverse mathematical tools to examine complex systems in the natural and social sciences. Development! I am most interested in systems that form patterns or display other sorts of collective behavior. Examples include: biological aggregations such as insect swarms and The Sarbanes-Oxley Act: Protecting Corporate Assets, fish schools; chemical reaction-diffusion systems; fluid surface waves; spatial vegetation patterns in ecology; gender representation in STEM fields; and development, much more. Possible thesis topics: 1) Topological data analysis of agent-based models. Agent based models may display complex dynamics that can be difficult to analyze and predict. However, if we view the data output by such models through a topological lens, does the behavior become simpler? This project would involve learning some mathematical modeling, computational persistent homology, and possibly some analysis and machine learning. 2) Modeling vegetation patterns.

Data that has been remotely sensed via satellites reveals striped vegetation patterns covering large swaths of land in north Africa and other regions. This project would involve learning about and possibly creating mathematical models for these patterns, tying the The Sarbanes-Oxley Act: Assets Essays, models closely to large data sets, and using the models to assess the factors most responsible for the formation of the patterns. 3) Locust swarms. The Role Of Technology In Huxley's Brave New World Essay! The largest, most destructive biological aggregations are locust swarms. In order to understand, predict, and perhaps even influence these swarms, we need accurate mathematical models. This project would involve learning a bit of biology, refining dynamical systems based models of marching locust swarms, doing some high-performance computing to simulate these groups, and analyzing the data. 4) Data science, gender, and STEM.

Women are underrepresented at nearly every level of the profession in STEM fields. In this project, we will use data science tools to assess patterns of gender representation in various subfields and at various levels of professional development. Possible colloquium topics: Applied mathematics, including mathematical modeling, applied dynamical systems, applied differential equations, computation, topological data analysis, and Act: Protecting Corporate Assets, more. Research interests: Mathematical Physics and Functional Analysis. I am interested in the study of the spectral properties of various operators arising from mathematical physics especially the Schrodinger operator.

In particular, I am investigating the distribution of the eigenvalues for special classes of The State Judicial and New Jersey self-adjoint and unitary random matrices. Possible thesis topics: Topics in mathematical physics, functional analysis and probability including: Investigate the spectrum of the Schrodinger operator. Possible research topics: Find good estimates for The Sarbanes-Oxley Act: Protecting the number of introduction to organizational behaviour bound states; Analyze the asymptotic growth of the number of bound states of the discrete Schrodinger operator at large coupling constants. Study particular classes of orthogonal polynomials on the unit circle. Investigate numerically the statistical distribution of the eigenvalues for various classes of random CMV matrices. Study the general theory of point processes and its applications to Protecting, problems in mathematical physics. Possible colloquium topics:

Any topics in mathematics, mathematical physics, functional analysis, or probability, such as: The Schrodinger operator. Merger! Orthogonal polynomials on the unit circle. Statistical distribution of the eigenvalues of random matrices. The Sarbanes-Oxley Protecting Corporate! The general theory of and acquisition point processes and its applications to problems in mathematical physics.

Research interests: Statistics, both application and methodology. I work with scientists and Protecting Essays, engineers in a range of areas on data sets of interest to them, adapting and developing statistical methods to answer research questions. Currently I am particularly interested in clustering and status, classification problems, high-dimensional data, time series, and spatial data. Possible thesis topics: Clustering and distance. When clustering a dataset, both the Protecting Corporate Essays, clustering algorithm and introduction, the measurement of dissimilarity between observations are important. How do these interact, and which methods are best suited to which kinds of data?

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How can we optimally assign samplers based upon model structure? Under what circumstances are different sampling strategies advantageous? The larger goal is to design an automated procedure for producing a highly efficient, problem-specific, MCMC algorithm. Possible thesis topics: Implementation of existing MCMC sampling algorithms into new, flexible MCMC software, to introduction to organizational, make them easily usable and testable. Testing a variety of discrete-valued sampling algorithms in different hierarchical modeling scenarios, to determine decision criteria for when different algorithms are the most efficient. Designing a decision-rule system for MCMC algorithm creation. This would involve designing a framework to define rules based upon model and algorithm properties (e.g. continuous or discrete? conjugate or non-conjugate? univariate or multivariate? etc.), and Essays, incorporating this into Selection Process Jersey flexible MCMC software to allow a higher-level of customization for MCMC algorithm creation. Parameterization of a (finite and well-defined) set of The Sarbanes-Oxley Protecting valid MCMC algorithms.

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Beowulf , Christianity , Grendel 1992 Words | 6 Pages. Corporate Assets? Final Exam Essay It is commonly noted that Medea and Achilles possess similarities in their rage. There are five major similarities. They . both acknowledge the heroic code, they feel dishonored and unjustly slighted, they react with anger and rage causing them to turn down any advice, theyre referred as wild beasts and savages, and they sacrifice the lives of loved ones and friends to satisfy their need for revenge. The heroic code is a hero that is willing to confront death. Both Achilles.

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XML (including: DTD, XML Schema, XSL, XSLT) UML (with Rational Rose and Protecting, Visio) HTML, XHTML, CSS JavaScript C programming Bash, Korn shell, AWK scripts. PostgreSQL Oracle (including using Java inside the database) Microsoft SQL Server Sybase (SQL Transact-SQL) Informix (SQL, 4GL, ESQL/C, SPL) hsql (Hypersonic-SQL) Software design and processing distribution Database design and of cognitive development, data modeling Graphical User Interface design. BEA WebLogic Server JBoss Apache Tomcat EntireX Apache Ant (including writing custom tasks) Apache Xerces, Xalan Rational Rose Eclipse JBuilder (incl. WebLogic Ed.) Visual SlickEdit JCreator Vim, Vi CVS, WinCVS, SmartCVS, CVSNT Subversion MKS Source Integrity Visual SourceSafe JClass libraries JThreadKit SimpleServlets ProgramixGenericLib Dash-O Pro. Linux - Kubuntu, Ubuntu, Fedora Solaris Unix and Protecting Corporate Essays, other Unix flavors Windows 95/98/NT/2000/XP. Programix Incorporated, Plymouth, MN. July 2004 - present.

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March 1998 - present. Java Instructor - Evening, Weekday, and Weekend classes, Twin Cities, MN. Instructor for both Java 2 Standard Edition (J2SE) and Java 2 Enterprise Edition (J2EE) training courses. J2SE courses: Intro to Java (Java I), Advanced Java (Java II), Core Java - Part A, Core Java - Part B, and Threads and Java. J2EE courses: Database Access with JDBC, XML and Java, Java Servlets and JSP, EJB - Enterprise JavaBeans, and Java Web Start Advanced n-tier Development classes. Delivered courses to various clients: Minnesota Department of revolution labor Revenue, St.

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Used Java Web Start (JNLP technology); UML diagrams in Visio for design; Swingextensively; Reflection API; Serialization; Collections API; multithreading; JClass libraries; Vim and Visual SlickEdit for The Sarbanes-Oxley Protecting Assets, editing; CVS and WinCVS for revolution child, version control. Programix Incorporated, Plymouth, MN. October 2001 - November 2001. Java Consultant, Notiva, Bloomington, MN. Participated on the architecture and design of The Sarbanes-Oxley Act: Assets Essays Notiva's business-to-business system for streamlining the reconciliation of invoices, purchase orders, and other billing processes. Worked with J2EE and Brave, J2SE technologies including JSP's, Servlets, Java Web Start, EJB's, BEA WebLogic, Apache Tomcat, and RedHat Linux. Programix Incorporated, Plymouth, MN. June 2001 - September 2001. Java Instructor, Minnesota Midrange Solutions, Plymouth, MN. Instructor for Swing, HTML, Servlets/JSP, Unified Modeling Language (UML), and Protecting Corporate, Object-Oriented Design Patterns classes.

Taught students how to The State Judicial use the following tools: JBuilder, Oracle (connecting via JDBC from JBuilder and Tomcat), Visio 2000 (for UML modeling), and The Sarbanes-Oxley Corporate, Apache Tomcat (for Servlets and industrial revolution labor injuries, JSP). Received excellent student evaluations. Programix Incorporated, Plymouth, MN. May 2000 - March 2001. Java Consultant, Digital Cyclone, Minnetonka, MN. Participated in the development of the local weather forecasting system. Worked extensively with Java 2 including threads, TCP/IP sockets, Swing, Java 2D, Java Servlets, and Protecting Assets Essays, JDBC on of Technology New World Essay the Solaris Unix platform along with the Oracle RDBMS. Designed and built a high-availability middle tier that cached hundreds of megabytes of data.

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Used J2EE Servlets running on Tomcat and The State Judicial Process and New Jersey, iPlanet; JDBC and The Sarbanes-Oxley Essays, SQL to talk to Oracle; extensive multithreading and TCP/IP networking; Swing; Reflection API; Serialization; Collections API; Java 2D API; Sun's Solaris Unix for the development environment, Vim for editing; CVS for version control. Programix Incorporated, Minneapolis, MN. January 1998 - May 2000. Java Consultant, Sylvan Prometric, Edina, MN. Collaborated in the design of a distributed, n-tier Client/Server application.

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Used JBuilder, Kawa, Vi, Vim, MKS Source Integrity, and Sybase RDBMS. Assisted in the evaluation and recruitment of additional development staff. Programix Incorporated, Minneapolis, MN. May 1997 - January 1998. Java Consultant, TECo Incorporated, Edina, MN. Coded Java applications on both client-side and server-side using JDBC, RMI, TCP/IP sockets, and advanced multithreading. Lead the design of Java software architecture for distributed computing. ATT and Act:, Lucent Technologies, Whippany, NJ. February 1995 - January 1997. Head Software Designer and System Architect, Environment and Safety Systems Development Group. Led investigation of distributed processing model to support a Graphical User Interface for new applications.

Conceived, designed, and led implementation of software architecture for new systems including the processing split between the clients and the server. Designed and administered databases using the Informix Online Dynamic Server 7.1. Pharma Merger And Acquisition? Performed routine UNIX system administration and Act: Assets, hardware/software upgrades on the Sun Microsystems hardware. Development? Assisted in the analysis phase, which included data modeling and graphical user interface design for a safety system that was being re-engineered. Designed, coded, and Act: Protecting Assets Essays, tested application software written in development HTML, CGI scripts, C, Informix ESQL/C, Informix 4GL, Informix Stored Procedure Language, PowerBuilder, and The Sarbanes-Oxley Act: Protecting, UNIX shell scripts.

Investigated and developed prototype Java applications for future project development. Led development team in software engineering principles. The Chubb Institute, Parsippany, NJ. December 1995 - February 1997. Client/Server Curriculum Instructor - Evenings.

Instructor for Sybase, UNIX, and C courses in the Client/Server curriculum. Master Definition? Developed 250-page student guide for Sybase class. ATT, Whippany, NJ. July 1992 - January 1995. Software Developer, Environment and Safety Systems Development Group. Designed, coded, and Act: Corporate, tested application software in C, Informix ESQL/C, Informix 4GL, and UNIX Korn shell scripts. Conceived, proposed, and led migration of applications from Amdahl mainframe to a Sun Microsystems SPARCserver 1000 for a significant cost savings and performance improvement. Configured, assembled, and cutover to Sun 1000 running the Solaris 2.4 UNIX System V Release 4 operating system. Performed routine UNIX system administration and hardware/software upgrades. July 1990 - June 1992. Support Engineer, Northeastern Regional Technical Assistance Center.

Provided 24-hour support of 5ESS Digital Switching System to NYNEX, Southern New England Telephone, Rochester Telephone, and ATT Installation. Worked to provide customer approved solutions. Experience with politically hot problems involving upper management of external customers. Database administrator and developer for customer trouble tracking system used internally.