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NOTE: Depending on a student's starting mathematics proficiency, this program may require more than 120 credits to complete. | ||||||||||||||
Mathematics Program Prerequisites: | ||||||||||||||
As a preliminary requirement, students must complete the calculus requirement, which may be achieved by any one of the following six methods: | ||||||||||||||
Option 1: | ||||||||||||||
Calculus AP Exam (BC) with a score of 4 or 5 (transfers to Baruch as
| 8 credits | |||||||||||||
| Calculus III and Vector Calculus | 4 credits | ||||||||||||
or | ||||||||||||||
Option 2: | ||||||||||||||
| Calculus AP exam (AB) with a score of 4 or 5 (transfers to Baruch as
| 4 credits | ||||||||||||
| Calculus II | 4 credits | ||||||||||||
| Calculus III and Vector Calculus | 4 credits | ||||||||||||
or | ||||||||||||||
Option 3: | ||||||||||||||
| Calculus I | 4 credits | ||||||||||||
| Calculus II | 4 credits | ||||||||||||
| Calculus III and Vector Calculus | 4 credits | ||||||||||||
or | ||||||||||||||
Option 4: | ||||||||||||||
| Precalculus and Elements of Calculus 1B | 3 credits | ||||||||||||
or | ||||||||||||||
| Elements of Calculus I and Matrix Algebra | 4 credits | ||||||||||||
and the following three courses: | ||||||||||||||
| Elements of Calculus II | 4 credits | ||||||||||||
| Elements of Calculus III | 5 credits | ||||||||||||
| Vector Calculus * | 1 credit | ||||||||||||
or | ||||||||||||||
Option 5: | ||||||||||||||
| Precalculus and Elements of Calculus 1B | 3 credits | ||||||||||||
| Elements of Calculus I and Matrix Algebra | 4 credits | ||||||||||||
and the following three courses: | ||||||||||||||
| Elements of Calculus II | 4 credits | ||||||||||||
| Infinite Series | 1 credit | ||||||||||||
| Calculus III and Vector Calculus * | 4 credits | ||||||||||||
or | ||||||||||||||
Option 6: | ||||||||||||||
| Analytic Geometry and Calculus I | 5 credits | ||||||||||||
| Elements of Calculus III | 5 credits | ||||||||||||
| Vector Calculus * | 1 credit | ||||||||||||
Each option also requires: | ||||||||||||||
| Bridge to Higher Mathematics | 4 credits | ||||||||||||
* NOTES:
| ||||||||||||||
Business Program Prerequisites: | ||||||||||||||
| Principles of Accounting | 3 credits | ||||||||||||
| Micro-Economics | 3 credits | ||||||||||||
| Macro-Economics | 3 credits | ||||||||||||
BSFM students are not required to complete the following FIN 3000 course prerequisites: BUS 1000/1011; CIS 2200; and STA 2000. Please consult the Weissman Associate Dean's Office (WSAS.AssocDean@baruch.cuny.edu; 646-312-3890; VC 8-265) to request registration permission. | ||||||||||||||
Required Finance Courses: | ||||||||||||||
| Principles of Finance | 3 credits | ||||||||||||
| Corporate Finance | 3 credits | ||||||||||||
Required Upper-level Mathematics Courses: | ||||||||||||||
| Algorithms, Computers, and Programming I | 3 credits | ||||||||||||
| Linear Algebra | 3 credits | ||||||||||||
| Numerical Methods for Differential Equations | 4 credits | ||||||||||||
| Introduction to Probability * | 4 credits | ||||||||||||
| Introduction to Stochastic Processes | 4 credits | ||||||||||||
| Mathematics of Data Analysis (formerly Mathematics of Statistics) | 4 credits | ||||||||||||
| Algorithms, Computers, and Programming II | 3 credits | ||||||||||||
| Introductory Financial Mathematics | 4 credits | ||||||||||||
| Data Analysis and Simulation for Financial Engineers | 4 credits | ||||||||||||
| Stochastic Calculus for Finance | 3 credits4 credits |
* Students who have completed |
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The minor in mathematics provides students with a background in the various theories and uses of mathematics. The minor requires the completion of MTH 3006, MTH 3010, MTH 3020, MTH 3030, or MTH 3050, and any other 3- or 4- or 5-credit mathematics course numbered 3000 or higher with the exception of
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This minor is not open to students who are pursuing a major in statisticsmajoring in actuarial science, financial mathematics, or statistics (BA).
Required Course All students must take one of the following courses: | ||||||||
| Elements of Calculus II | 4 credits | ||||||
| Calculus II | 4 credits | ||||||
| Calculus III | 4 credits | ||||||
| Elements of Calculus III | 5 credits | ||||||
| Calculus III and Vector Calculus | 4 credits | ||||||
Electives Students must take any two other courses from the following list, with at least one of the courses being a 4000-level or higher capstone course: | ||||||||
| Calculus III | 4 credits | ||||||
| Elements of Calculus III | 5 credits | ||||||
| Calculus III and Vector Calculus | 4 credits | ||||||
| Elementary Probability | 3 credits | ||||||
| Discrete Math: An Invitation to Computer Science | 4 credits | ||||||
| Algorithms, Computers and Programming I | 3 credits | ||||||
| Bridge to Higher Mathematics | 3 credits | ||||||
| Mathematical Analysis I (formerly Advanced Calculus) | 3 credits | ||||||
| Advanced Calculus II | 3 credits | ||||||
| Topology | 3 credits | ||||||
| Linear Algebra and Matrix Methods | 3 credits | ||||||
| Ordinary Differential Equations | 3 credits | ||||||
| Numerical Methods for Differential Equations in Finance | 4 credit | ||||||
| Introduction to Probability | 4 credits | ||||||
| Introduction to Stochastic Process | 4 credits | ||||||
| Mathematics of Data Analysis (formerly Mathematics of Statistics) | 4 credits | ||||||
| Computational 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 | ||||||
| Introduction to Modern Geometry | 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 | 4 credits | ||||||
| Introduction to Machine Learning | 4 credits | ||||||
| Actuarial Mathematics I | 4 credits | ||||||
| Actuarial Mathematics II | 4 credits | ||||||
| Mathematics of Inferential Statistics | 4 credits | ||||||
| Short-Term Insurance Mathematics | 4 credits | ||||||
| Short-Term Insurance Mathematics II | 4 credits | ||||||
| Introductory Financial Mathematics | 4 credits | ||||||
| Data Analysis and Simulation for Financial Engineers | 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. |
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