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Chair: Warren B. Gordon Professors:
- Arthur Apter
- Fred Buckley
- James Gatheral
- Warren B. Gordon
- Miriam HausmanJonathan Huntley
- Bruce Jordan
- Laurence Kirby
- Elena Kosygina
- Andrew Lesniewski
- Anita Mayo
- Carlos Julio Moreno
- Alvany Rocha
- David E. Tepper
- Aaron Todd
- Tai-Ho Wang
Associate Professors:
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- Michael Gartenberg
- C. Douglas Howard
- Elena Kosygina
- Rados Radoicic
- Jakob Reich
- Beryl I. Shaw
- Dan Stefanica
- Tai-Ho Wang
- Sherman Wong
- Ingrid-Mona Zamfirescu
Assistant Professors:
- Louis-Pierre Arguin
- Michael J. Carlisle
- Feng Chen
- Peter Gregory
- Ivan Matic
- Anja Ricther
Lecturers:
- April Allen-Materowski
- Judith Broadwin
- Alfred W. FriedlandEvan Fink
- Sarah Harney
- Jarrod Pickens
- Walter O.WangTimothy Ridenour
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Required Courses All students must take the following two following three courses: | ||||||||
| Algorithms, Computers and Programming I | 3 credits | ||||||
| Advanced Calculus I | 3 credits | ||||||
| Linear Algebra and Matrix Methods | 3 credits | ||||||
| Students may fulfill their calculus requirements by any one of the following three alternate calculus tracks: Track I: | ||||||||
| Calculus I | 4 credits | ||||||
| Calculus II | 4 credits | ||||||
| Intermediate Calculus | 4 credits | ||||||
| or | ||||||||
| Multi-Variable and Vector Calculus | 4 credits | ||||||
| or Track II: | ||||||||
| Analytic Geometry and Calculus I | 5 credits | ||||||
| Analytic Geometry and Calculus II | 5 credits | ||||||
| or Track III: | ||||||||
| Applied Calculus II | 3 credits | ||||||
| or | ||||||||
| Applied Calculus and Matrix Applications | 4 credits | ||||||
| Integral Calculus | 4 credits | ||||||
| Analytic Geometry and Calculus II | 5 credits | ||||||
Electives Any fivefour 4000-level or 5000-level courses from the following group: | ||||||||
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MTH 4010 |
| Topology | 3 credits | |||||
| Ordinary Differential Equations | 3 credits | ||||||
| Introduction to Probability | 4 credits | ||||||
| Numerical Methods for Differential Equations in Finance | 4 credits | ||||||
| Introduction to Stochastic Process | 4 credits | ||||||
| Mathematics of Statistics | 4 credits | ||||||
| Methods of Monte Carlo SimulationComputational Methods in Probability | 3 credits | ||||||
| Graph Theory | 3 credits | ||||||
| Mathematical Modeling * | 3 credits | ||||||
| Combinatorics | 3 credits | ||||||
| Theory of Numbers | 3 credits | ||||||
| Elements of Modern Algebra | 3 credits | ||||||
| History of Mathematics | 3 credits | ||||||
| Differential Geometry * | 3 credits | ||||||
| Algorithms, Computers and Programming II * | 3 credits | ||||||
| Methods of Numerical Analysis | 3 credits | ||||||
| Introduction to Mathematical Logic | 3 credits | ||||||
| Fundamental Algorithms | 3 credits | ||||||
| Introductory Financial Mathematics | 4 credits | ||||||
| Advanced Calculus III * | 3 credits | ||||||
| Theory of Functions of a Complex Variable* | 3 credits | ||||||
| Theory of Functions of Real Variables* | 3 credits | ||||||
| Partial Differential Equations and Boundary Value Problems* | 4 credits | ||||||
| Stochastic Calculus for Finance | 4 credits | ||||||
| * These courses are offered infrequently, subject to student demand. | ||||||||
Mathematics of Finance Concentration: Students who wish to have a concentration in the Mathematics of Finance should choose the following five electives: | ||||||||
| Ordinary Differential Equations | 3 credits | ||||||
| Introduction to Probability | 4 credits | ||||||
| Introduction to Stochastic Process | 4 credits | ||||||
| Methods of Monte Carlo SimulationComputational Methods in Probability | 3 credits | ||||||
| Introductory Financial Mathematics | 4 credits | ||||||
| In addition, students should take: | ||||||||
| Micro-Economics | 3 credits | ||||||
| Macro-Economics | 3 credits | ||||||
| Principles of Finance | 3 credits | ||||||
| Corporate Finance | 3 credits | ||||||
| or | ||||||||
| Investment Analysis | 3 credits | ||||||
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Actuarial Science
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The Minor
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| College Algebra | 4 hours; 2 credits | ||||||||||
| Elementary Mathematics of Finance and Probability Theory | 3 hours; 3 credits | ||||||||||
| Pre-Calculus: College Algebra and Trigonometry | 4 hours; 4 credits | ||||||||||
| Pre-Calculus | 4 hours; 3 credits |
| Pre-calculus and Elements of Calculus | 4 hours; 3 credits | |||||||
| Calculus Computer Laboratory | 2 hours; 1 credit |
| Mathematics Appreciation | 3 hours; 3 credits | |||||||
| MATHEMATICS AND QUANTITATIVE REASONINGMathematics and Quantitative Reasoning | 4 hours; 3 credits | ||||||||||
| Ideas in Mathematics and Their Applications | 4 hours; 3 .0 credits | ||||||||||
| Applied Calculus with Algebra Refresher | 5 hours; 3 credits | ||||||||||
| Mathematics for Elementary and Early Childhood Education | 3 hours; 3 credits | ||||||||||
| Applied Calculus II | 4 hours; 3 credits | ||||||||||
| Applied Calculus | 3 hours; 3 credits | ||||||||||
| Applied Calculus and Matrix Applications | 4 hours; 4 credits | ||||||||||
| Concepts of Discrete Mathematics | 3 hours; 3 credits | ||||||||||
| Calculus I | 4 hours; 4 credits | ||||||||||
| Analytic Geometry and Calculus I | 5 hours; 5 credits | ||||||||||
| Integral Calculus | 4 hours; 4 credits | ||||||||||
| Elementary Calculus II | 4 hours; 4 credits | ||||||||||
| Intermediate Calculus | 4 hours; 4 credits | ||||||||||
| Analytic Geometry and Calculus II | 5 hours; 5 credits | ||||||||||
| Actuarial Science Theory and Problem Seminar | 2 hours; 2 credits | ||||||||||
| Multi-Variable and Vector Calculus | 4 hours; 4 credits | ||||||||||
| SELECTED TOPICS IN DISCRETE MATHEMATICSSelected Topics in Discrete Mathematics | 3 hours; 3 credits | ||||||||||
| Elementary Probability | 3 hours; 3 credits | ||||||||||
| "Algorithms, Computers, and Programming I" | 4 hours; 3 credits | ||||||||||
| Actuarial Science Internship | 1 hour; 1 credit | ||||||||||
| Actuarial Science Internship | 1 hour; 1 credit | ||||||||||
| Actuarial Science Internship | 1 hour; 1 credit | ||||||||||
| Actuarial Science Internship | 1 hour; 1 credit | ||||||||||
| Math Internship | 1 hour; 1 credit | ||||||||||
| Math Internship | 1 hour; 1 credit | ||||||||||
| Math Internship | 1 hour; 1 credit | ||||||||||
| Math Internship | 1 hour; 1 credit | ||||||||||
| Bridge to Higher Mathematics | 4 hours; 3 credits | ||||||||||
| Problem-Solving Seminar | 3 hours; 3 credits | ||||||||||
| Advanced Calculus I | 3 hours; 3 credits | ||||||||||
| Advanced Calculus II | 3 hours; 3 credits | ||||||||||
| Topology | 3 hours; 3 credits | ||||||||||
| Linear Algebra and Matrix Methods | 3 hours; 3 credits | ||||||||||
| Ordinary Differential Equations | 3 hours; 3 credits | ||||||||||
| Numerical Methods for Differential Equations in Finance | 4 hours; 4 credits | ||||||||||
| Introduction to Probability | 4 hours; 4 credits | ||||||||||
| Introduction to Stochastic Processes | 4 hours; 4 credits | ||||||||||
| Mathematics of Statistics | 4 hours; 4 credits | ||||||||||
| Computational Methods in Probability | 4 hours; 3 credits | ||||||||||
| Graph Theory | 3 hours; 3 credits | ||||||||||
| Mathematical Modeling | 3 hours; 3 credits | ||||||||||
| Combinatorics | 3 hours; 3 credits | ||||||||||
| Theory of Numbers | 3 hours; 3 credits | ||||||||||
| Elements of Modern Algebra | 3 hours; 3 credits | ||||||||||
| "Finite Fields, Algebraic Curves, and Applications" | 3 hours; 3 credits | ||||||||||
| History of Mathematics | 4 hours; 4 credits | ||||||||||
| Differential Geometry | 3 hours; 3 credits | ||||||||||
| "Algorithms, Computers, and Programming II" | 4 hours; 3 credits | ||||||||||
| Methods of Numerical Analysis | 3 hours; 3 credits | ||||||||||
| Introduction to Mathematical Logic | 4 hours; 3 credits | ||||||||||
| Fundamental Algorithms | 4 hours; 3 credits | ||||||||||
| Switching Theory | 3 hours; 3 credits | ||||||||||
| Special Topics in Computer Science | 3 hours; 3 credits | ||||||||||
| Finite Differences | 4 hours; 4 credits | ||||||||||
| Theory of Interest | 4 hours; 4 credits | ||||||||||
| Actuarial Mathematics | 4 hours; 4 credits | ||||||||||
| Actuarial Mathematics II | 4 hours; 4 credits | ||||||||||
| Risk Theory | 4 hours; 4 credits | ||||||||||
| Introductory Financial Mathematics | 4 hours; 4 credits | ||||||||||
| Data Analysis and Simulation for Financial Engineers | 4 hours; 4 credits | ||||||||||
| Independent Study I 5000Ind Stud Mth I | Hours and credits to be arranged | ||||||||||
| Ind Stud Mth IIIndependent Study II | Hours and credits to be arranged | ||||||||||
| Ind Stud Mth IIIIndependent Study III | Hours and credits to be arranged | ||||||||||
| Ind Stud Mth IVIndependent Study IV | Hours and credits to be arranged | ||||||||||
| Ind Stud Mth VIndependent Study V | Hours and credits to be arranged | ||||||||||
| Advanced Calculus III | 3 hours; 3 credits | ||||||||||
| Theory of Functions of a Complex Variable | 3 hours; 3 credits | ||||||||||
| Theory of Functional of Real Variables | 3 hours; 3 credits | ||||||||||
| Partial Differential Equations and Boundary Value Problems | 4 hours; 4 credits | ||||||||||
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MTH 2002T | Pre-Calculus with Tutorial | 6 hours; 2 credits |
| Hon Calculus I
| Stochastic Calculus for Finance | 4 hours; 4 credits | ||||||
| Hon Analysis Calc I | 5 hours; 5 credits |
| Honors in Mathematics |
| Hon In Math I | Hours and credits to be arranged | |||||
| Hon Honors in Math Mathematics II | Hours and credits to be arranged | ||||||||||
| Hon Honors in Math Mathematics III | Hours and credits to be arranged |
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