Difference between revisions of "Main Page"

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* [[MAT4813]]/[[MAT5863]] Mathematical Physics 1
 
* [[MAT4813]]/[[MAT5863]] Mathematical Physics 1
 
* [[MAT4JME]]/[[MAT5JME]] Mathematical Physics 2
 
* [[MAT4JME]]/[[MAT5JME]] Mathematical Physics 2
* [[MAT4JME]]/[[MAT5JME]] Introduction to Quantum Information Science and Engineering
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* [[MAT4XYX]]/[[MAT5XYX]] Introduction to Quantum Information Science and Engineering
 
* [[MAT4373]]/[[MAT5373]] Mathematical Foundations of Statistics I (discrete & continuous PDFs)
 
* [[MAT4373]]/[[MAT5373]] Mathematical Foundations of Statistics I (discrete & continuous PDFs)
 
* [[MAT4383]]/[[MAT5383]] Mathematical Foundations of Statistics II (statistical inference)
 
* [[MAT4383]]/[[MAT5383]] Mathematical Foundations of Statistics II (statistical inference)
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* [[MAT5283]] Linear Algebra
 
* [[MAT5283]] Linear Algebra
 
* [[MAT5203]] Real Analysis I
 
* [[MAT5203]] Real Analysis I
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* [[MAT 5173]] Abstract Algebra I
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* [[MAT5603]] Differential Equations I
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 +
Choose one of the following two:
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 +
* [[MAT5123]] Introduction to Cryptography
 
* [[MAT5603]] Numerical Analysis
 
* [[MAT5603]] Numerical Analysis
* [[MAT5603]] Differential Equations I
 
  
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=== Qualifying Exam Tracks ===
 +
 +
Complete two qualifying tracks: A track is considered completed by taking at least two of the courses in the track. At least one of your
 +
qualifying tracks needs to complete a sequence begun in the core courses; that is, one of your tracks you must complete one of the
 +
following pairs of courses: Differential Equations I & II, or Algebra I & II, or Theory of Fun. of a Real Variable I & II, or Discrete Mathematics I & II.
  
 
=== Qualifying Exam Track: Algebra-Cryptography  ===
 
=== Qualifying Exam Track: Algebra-Cryptography  ===
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* [[MAT5863]] Mathematical Physics I
 
* [[MAT5863]] Mathematical Physics I
* [[MAT5ZZZ]] Mathematical Physics II*
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* [[MAT5JME]] Mathematical Physics II*
 
* [[MAT5XYX]] Quantum Information Science and Engineering*
 
* [[MAT5XYX]] Quantum Information Science and Engineering*
 
* Differential Geometry*
 
* Differential Geometry*

Latest revision as of 14:23, 24 September 2025

UTSA Department of Mathematics

To edit tables in each course below, you can use MediaWiki-to-Excel converter and/or the Excel-to-MediaWiki converter

Undergraduate Studies

STEM Core

  • MAT1073 College Algebra for Scientists and Engineers
  • MAT1093 Precalculus
  • MAT1193 Calculus for Biosciences
  • MAT1214 Calculus I (4 credit hours)
  • MAT1213 Calculus I (3 credit hours)
  • MAT1224 Calculus II (4 credit hours)
  • MAT1223 Calculus II (3 credit hours)
  • MAT2214 Calculus III (4 credit hours)
  • MAT2213 Calculus III (3 credit hours)
  • MAT2233 Linear Algebra

Minor in Mathematics

To receive a minor, students must complete at least 18 semester credit hours, including 6 hours at the upper-division level at UTSA, and must achieve a grade point average of at least 2.0 (on a 4.0 scale) on all work used to satisfy the requirements of a minor. See UTSA's Undergraduate Catalog

The Minor in Mathematics requires the Calculus series plus linear algebra, and upper division courses in either the Math Major or the Data & Applied Science Core

Data & Applied Science Core

Lower Division

  • MDC1213 Sociocultural Foundations of Mathematics, Data Science, and Computing
  • MAT2253 Applied Linear Algebra (3 credit hours)

Upper Division

Math Major

Lower Division

  • MAT1313 Algebra and Number Systems
  • MAT2313 Combinatorics and Probability

Upper Division

Business

Math for Liberal Arts

  • MAT1043 Introduction to Mathematics

Elementary Education

  • MAT1023 College Algebra
  • MAT1153 Essential Elements in Mathematics I
  • MAT1163 Essential Elements in Mathematics II

General Math Studies

Graduate Studies

Core Courses

Core courses, common across all M.Sc. tracks, must be at least 50% of the credit 30 hours needed to obtain a M.Sc. degree. The following courses add up to 15 credit hours.

Choose one of the following two:

Qualifying Exam Tracks

Complete two qualifying tracks: A track is considered completed by taking at least two of the courses in the track. At least one of your qualifying tracks needs to complete a sequence begun in the core courses; that is, one of your tracks you must complete one of the following pairs of courses: Differential Equations I & II, or Algebra I & II, or Theory of Fun. of a Real Variable I & II, or Discrete Mathematics I & II.

Qualifying Exam Track: Algebra-Cryptography

Qualifying Track: Mathematics of Information, Data and Communications

Qualifying Exam Track: Scientific Computing

  • MAT5603 Numerical Analysis
  • MAT5293 Numerical Linear Algebra
  • MAT5XYX Quantum Information Science and Engineering
  • MAT5163 Probability and Computing

Qualifying Exam Track: Analysis

Qualifying Exam Track: Differential Equations

  • MAT5653 Differential Equations I
  • MAT5673 Partial Differential Equations I
  • MAT5683 Partial Differential Equations II

Qualifying Exam Track: Discrete Mathematics and Logic

Qualifying Exam Track: Topology and Geometry

Qualifying Exam Track: Mathematical Physics

  • MAT5863 Mathematical Physics I
  • MAT5JME Mathematical Physics II*
  • MAT5XYX Quantum Information Science and Engineering*
  • Differential Geometry*
  • MAT5453 Quantum Logic

Qualifying Exam Track: Mathematics of Life Sciences

  • MAT5133 Mathematical Biology
  • MAT5323 Mathematical Modeling (Systems Biology)