Mathematics with a Specialization in Economics, Mathematics

University of Chicago

Bachelor's degree

In Chicago (USA)

Price on request

The best Mathematics courses

See all

See all

Description

  • Type

    Bachelor's degree

  • Location

    Chicago (USA)

Specializations Include:Large and distinguished, the Mathematics faculty (in the top 5 out of 139 reviewed by the National Research Council) includes two winners of the Fields Medal (the equivalent of the Nobel Prize for mathematics), two members of the National Academy of Sciences, and five recipients of Chicago’s Quantrell Award for Excellence in Undergraduate Teaching. Faculty interests range from algebraic geometry, Lie theory, and partial differential equations to finite groups and finite group theory, topology, logic, and dynamical systems.Four bachelor’s degrees are available: the BA in mathematics, the BS in mathematics, the BS in applied mathematics, and the BS in mathematics with specialization in economics. Course work for the BA degree offers more elective freedom; course work for the BS degrees places more emphasis on the physical sciences. Qualified College students may receive both a bachelor’s and a master’s degree in mathematics concurrently at the end of their years in the College.At what level does an entering student begin mathematics at the University of Chicago? This question is answered individually for students on the basis of their performance on one of two placement tests in mathematics administered during Orientation in September: either a precalculus mathematics placement test or a calculus placement test. Scores on the mathematics placement test determine the appropriate beginning mathematics course for each student: a precalculus course or one of three other courses. Students who wish to begin at a level higher than 15100 must take the calculus placement test, unless they receive Advanced Placement credit as described in the following paragraphs.Students who submit a score of 5 on the AB Advanced Placement exam in mathematics or a score of 4 on the BC Advanced Placement exam in mathematics receive credit for MATH 15100 . Students who submit a score of 5 on the BC Advanced Placement exam in mathematics receive...

Facilities

Location

Start date

Chicago (USA)
See map
5801 South Ellis Avenue, 60637

Start date

On request

Questions & Answers

Add your question

Our advisors and other users will be able to reply to you

Who would you like to address this question to?

Fill in your details to get a reply

We will only publish your name and question

Reviews

Subjects

  • Magnetism
  • GCSE Physics
  • Precalculus
  • GCSE Mathematics
  • Geometry
  • Logic
  • Algebra
  • Calculus
  • Mechanics
  • Economics
  • Mathematics
  • Credit

Course programme

Basic Number Theory
Basic Geometry
Basic Numerical Analysis
Advanced Numerical Analysis
Markov Chains, Martingales, and Brownian Motion
Topics in Geometry
Algebraic Number Theory
Intro To Algebraic Curves
Introduction to Algebraic Geometry
Honors Basic Algebra III
Point-Set Topology
Introduction to Algebraic Topology
Introduction to Representation Theory of Finite Groups
Introduction to Commutative Algebra
Basic Complex Variables
Measure and Integration
Basic Functional Analysis
Basic Theory of Ordinary Differential Equations
Introduction to Differentiable Manifolds and Integration on Manifolds
Basic Theory of Partial Differential Equations
Dynamical Systems
Mathematical Logic I
Mathematical Logic II
Introduction to Formal Languages
Introduction to Complexity Theory
Honors Combinatorics
Chaos, Complexity And Computers
Proseminar in Mathematics *
Computability Theory I
Computability Theory II
Model Theory I
Model Theory II
Analysis I
Analysis II
Analysis III
Topology and Geometry I
Topology and Geometry II
Topology and Geometry III
Algebra I
Algebra II
Algebra III
Introduction to Mathematical Probability
Introduction to Mathematical Probability-A
as approved
Introductory General Chemistry I    and Introductory General Chemistry II
Comprehensive General Chemistry I-II (or equivalent) *
General Physics I-II (or higher) * +
Elementary Functions and Calculus I-II
Calculus I-II
Honors Calculus I-II *
Honors Calculus I (IBL)    and Honors Calculus II (IBL) *
Comprehensive General Chemistry III (or equivalent) *
General Physics III (or higher) * +
Honors Calculus III
Honors Calculus III (IBL)
Introduction to Proofs in Analysis
Abstract Linear Algebra
Analysis in Rn I-II-III
Analysis in Rn I (accelerated); Analysis in Rn II (accelerated); Analysis in Rn III (accelerated)
Honors Analysis in Rn I-II-III ^
Basic Algebra-1
Honors Basic Algebra I
Basic Algebra II
Honors Basic Algebra II
Introductory General Chemistry I    and Introductory General Chemistry II
Comprehensive General Chemistry I-II (or equivalent) *
General Physics I-II (or higher) * +
Elementary Functions and Calculus I-II
Calculus I-II
Honors Calculus I-II *
Honors Calculus I (IBL)    and Honors Calculus II (IBL)
Comprehensive General Chemistry III (or equivalent) *
General Physics III (or higher) * +
Honors Calculus III
Honors Calculus III (IBL)
Introduction to Proofs in Analysis
Abstract Linear Algebra
Analysis in Rn I-II-III
Analysis in Rn I (accelerated); Analysis in Rn II (accelerated); Analysis in Rn III (accelerated)
Honors Analysis in Rn I-II-III ^
Basic Algebra I-II
Honors Basic Algebra I    and Honors Basic Algebra II
Credit may be granted by examination.
Students who complete (or receive credit for) MATH 13300 Elementary Functions and Calculus III or MATH 15300 Calculus III must use these courses as general electives, and MATH 15910 Introduction to Proofs in Analysis must be completed for the major.
May include ASTR 13300 Introduction to Astrophysics, BIOS 24231 Methods in Computational Neuroscience and BIOS 24232 Computational Approaches to Cognitive Neuroscience, or AP credit for STAT 22000 Statistical Methods and Applications, CHEM 11100 Comprehensive General Chemistry I, and/or PHYS 12100-12200 General Physics I-II. May include any CMSC course numbered 12100 or above.  May not include any PHSC course.
The sequence PHYS 13100-13200 Mechanics; Electricity and Magnetism is recommended for mathematics majors. 
Students who complete MATH 20700 Honors Analysis in Rn I will not be required to take MATH 20250 Abstract Linear Algebra; in its place they will take an additional course from the List of Approved Courses.
Introductory General Chemistry I    and Introductory General Chemistry II
Comprehensive General Chemistry I-II (or equivalent) *
General Physics I-II (or higher) * +
Elementary Functions and Calculus I-II
Calculus I-II
Honors Calculus I-II *
Honors Calculus I (IBL)    and Honors Calculus II (IBL)
Comprehensive General Chemistry III (or equivalent) *
General Physics III (or higher) * +
Honors Calculus III
Honors Calculus III (IBL)
Introduction to Proofs in Analysis
Abstract Linear Algebra
Analysis in Rn I-II-III
Analysis in Rn I (accelerated); Analysis in Rn II (accelerated); Analysis in Rn III (accelerated)
Honors Analysis in Rn I-II-III
Basic Numerical Analysis
Advanced Numerical Analysis
Basic Algebra-1
Honors Basic Algebra I
Basic Complex Variables
Basic Theory of Ordinary Differential Equations
Basic Theory of Partial Differential Equations
Credit may be granted by examination.
See restrictions on certain courses listed under previous summary.
The sequence PHYS 13100-13200 Mechanics; Electricity and Magnetism is recommended for mathematics majors. 
Introductory General Chemistry I    and Introductory General Chemistry II
Comprehensive General Chemistry I-II (or equivalent) *
General Physics I-II (or higher) * +
Elementary Functions and Calculus I-II
Calculus I-II
Honors Calculus I-II *
Honors Calculus I (IBL)    and Honors Calculus II (IBL)
Comprehensive General Chemistry III (or higher) *
General Physics III (or higher) * +
Honors Calculus III
Honors Calculus III (IBL)
Introduction to Proofs in Analysis
Abstract Linear Algebra
Analysis in Rn I-II-III
Analysis in Rn I (accelerated); Analysis in Rn II (accelerated); Analysis in Rn III (accelerated)
Honors Analysis in Rn I-II-III
Basic Algebra-1
Honors Basic Algebra I
Basic Complex Variables
Measure and Integration
Basic Functional Analysis
Basic Theory of Ordinary Differential Equations
Markov Chains, Martingales, and Brownian Motion
Introduction to Mathematical Probability
Introduction to Mathematical Probability-A
Statistical Models and Methods
Statistical Theory and Methods I
Statistical Theory and Methods Ia
The Elements of Economic Analysis I-II-III
The Elements of Economic Analysis: Honors I-II-III
Econometrics
Econometrics - Honors
Credit may be granted by examination.
See restrictions on certain courses listed under earlier summary.
 The sequence PHYS 13100-13200 Mechanics; Electricity and Magnetism is recommended for mathematics majors. 
Topics in Geometry
Algebraic Number Theory
Intro To Algebraic Curves
Introduction to Algebraic Geometry
Honors Basic Algebra I
Honors Basic Algebra II
Honors Basic Algebra III
Introduction to Representation Theory of Finite Groups
Introduction to Commutative Algebra
Mathematical Logic I
Mathematical Logic II
Honors Combinatorics
Algebra I
Algebra II
Algebra III
Honors Analysis in Rn I
Honors Analysis in Rn II
Honors Analysis in Rn III
Markov Chains, Martingales, and Brownian Motion
Basic Complex Variables
Measure and Integration
Basic Functional Analysis
Basic Theory of Ordinary Differential Equations
Introduction to Differentiable Manifolds and Integration on Manifolds
Basic Theory of Partial Differential Equations
Dynamical Systems
Analysis I
Analysis II
Analysis III
Point-Set Topology
Introduction to Algebraic Topology
Topology and Geometry I
Topology and Geometry II
Topology and Geometry III

See related categories

  • Algebra Undergraduate Degrees
  • GCSE Mathematics Undergraduate Degrees
  • Precalculus Undergraduate Degrees
  • Mathematics Undergraduate Degrees
  • Distance learning Mathematics Undergraduate Degrees
  • University of Chicago Undergraduate Degrees

Mathematics with a Specialization in Economics, Mathematics

Price on request

The best Mathematics courses

See all

See all