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Bachelor of Science in Mathematics, Computing Concentration

Sample program of study

The table below shows just one of many possible ways of satisfying degree requirements. However, course scheduling and degree requirements change periodically. Thus, students enrolled in this degree program should expect to modify this table in consultation with their faculty advisor.

Fall Quarter, Freshman Year
Calculus I [MTH 229] 5
Computer Science I [CS 240] 4
Freshman Composition [ENG 101] 1 4
Western World: Ancient and Medieval Eras [HST 101] 1 3
Total credit hours ... 16
Winter Quarter, Freshman Year
Calculus II [MTH 230] 5
Computer Science II [CS 241] 4
Freshman Composition [ENG 102] 1 4
Western World in Transition: 14th-18th Centuries [HST 102] 1 3
Total credit hours ... 16
Spring Quarter, Freshman Year
Calculus III [MTH 231] 5
Computer Science III [CS 242] 4
Psychology: the Science of Behavior [PSY 105] 1 4
Modern Western World: 19th-20th Centuries [HST 103] 1 3
Total credit hours ... 16
Fall Quarter, Sophomore Year
Calculus IV [MTH 232] 5
General Physics/General Physics Lab [PHY 240/200] 2 5
Fine and Performing Arts in Western Culture [ART 214, MUS 214, or TH 214] 1 3
Social Institutions and Processes: Social Life [SOC 200] 1 3
Total credit hours ... 16
Winter Quarter, Sophomore Year
Differential Equations [MTH 233] 5
General Physics/General Physics Lab [PHY 242/202] 2 5
Non-Western World -- Comparative Studies (select one of five available courses) 1 3
Social Institutions and Processes: Political Life [PLS 200] 1 3
Total credit hours ... 16
Spring Quarter, Sophomore Year
Discrete Mathematics for Computing [MTH 257] 3
General Physics/General Physics Lab [PHY 244/204] 2 6
Non-Western World -- Regional Studies (select one of five available courses) 1 3
Social Institutions and Processes: Economic Life [EC 200] 1 3
Total credit hours ... 15
Fall Quarter, Junior Year
Linear Algebra [MTH 255] 3
Introduction to Mathematical Proof [MTH 280] 3
Great Books of the Western World [ENG 204, PHL 204, or REL 204] 1 3
Electives 6
Total credit hours ... 15
Winter Quarter, Junior Year
Advanced Linear Algebra [MTH 355] 3
Numerical Methods for Digital Computers I [MTH 316] 4
Data Structures and Software Design [CS 400] 4
Elective 4
Total credit hours ... 15
Spring Quarter, Junior Year
Numerical Methods for Digital Computers II [MTH 317] 4
Mathematics elective 3
Computing elective 4
Elective 4
Total credit hours ... 15
Fall Quarter, Senior Year
Applied Statistics I [STT 360] 4
Applied Graph Theory [MTH 458] 3
Mathematics elective 3
Electives 6
Total credit hours ... 16
Winter Quarter, Senior Year
Applied Statistics II [STT 361] 4
Introduction to Modern Algebra I [MTH 451] 3
Computing elective 4
Combinatorial Tools for Computer Science [MTH 459] 3
Total credit hours ... 14
Spring Quarter, Senior Year
Undergraduate Mathematics Seminar [MTH 492] 3
Computing elective 4
Coding Theory [MTH 456] 3
Elective 3
Total credit hours ... 13
Grand Total: 183 Credit Hours
 
1This is a "General Education" course, required of all undergraduates. In a few cases, alternatives are available.
 
2Sequences in chemistry, biology, or geology may be substituted for PHY 240/200 -- 242/202 -- 244/204.
 

 

Undergraduate Programs in Mathematics and Statistics including syllabi


Calculus Instruction


An Overview

The Computing Concentration is a degree program in mathematics that highlights mathematical topics directly related to computer science and software aspects of computer science (as opposed to hardware or engineering). This program offers a good basis for a master's degree in computer science or mathematics. It is especially appropriate for students who wish to develop strong credentials for computer-related employment following graduation.

Graduates of the Computing Concentration should have an expanded number of options and be more adaptable over the span of their careers. Why? First, the Computing Concentration stresses fundamentals of computing and information processing, and their mathematical framework (rather than a particular programming language, a certain line of equipment, or even the present state of technology -- all of which are subject to rapid obsolescence). Second, virtually every industry of sufficient size employs mathematicians in research, design, and development, while the sophisticated use of computers is increasingly common even in small organizations; thus, persons trained in both computing and mathematics should be especially attractive to employers.

This program features core courses in mathematics (e.g., calculus, linear algebra, discrete mathematics) as well as basic programming and data structure courses in computer science. Advanced electives in mathematics and in computer science with a generous allotment of free electives creates a program of study well suited to students' individual preferences.

 
last modified: June 4, 2003 (sjm)

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