2013-2014 Catalog 
    Apr 18, 2021  
2013-2014 Catalog [ARCHIVED CATALOG]

Mathematical Sciences

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The Department of Mathematical Sciences offers programs of study in pure and applied mathematics which help to prepare students for graduate education in mathematical sciences, natural sciences, economics, or engineering. Many mathematics majors pursue careers in business, industry, or finance immediately upon graduation or combine their major with pre-law or pre-med programs. The department offers a sequence in Computer Science which is described in its own section of this catalog. All prospective mathematics students are encouraged to seek the advice of department faculty in selecting their courses and in choosing one of the three programs: pure, applied, or general mathematics, within the major.

The program in pure mathematics is a natural centerpiece of a liberal arts education. It provides a training ground for formal reasoning and critical thinking and prepares students who may pursue an advanced degree. The major achieves breadth by exposing students to three basic components of mathematical thought: analysis, geometry and algebra. Depth in the major is achieved by further exploration of at least one of these areas.

The program in applied mathematics also provides a liberal arts view while taking a practically oriented approach. The major helps to prepare students for a wide variety of technically demanding careers as well as for advanced study in the sciences or engineering. Taken together with the Scientific Modeling sequence  offered by the Keck Science Department, the applied math major provides solid preparation for further study in Statistics or Computational Science.

The general mathematics program allows for more flexibility in choices of electives and lets students see an array of mathematical points of view. Students who might want to teach at the K-12 level or who may enter the actuarial profession will be well served by the general major, but those considering graduate study in mathematics should choose the pure or applied option. Within the framework of the general major, it is also possible to place emphasis on computer science while still obtaining a broad overview of mathematics. Students who wish to combine a mathematics major with a sequence or major in computer science should work with department faculty to tailor an appropriate program of study.

Primary Contact: Professor Lenny Fukshansky, Department Chair

Matematics and Computer Science Website

Computer Science Sequence

For information on the Computer Science sequence , see the appropriate section of this catalog.

Scientific Modeling Sequence

Students who are interested in graduate study in Computational Science or Statistics are recommended to complete the sequence in Scientific Modeling  in conjunction with the applied mathematics concentration.

Advanced Placement, Credit, and Placement

The CMC Department of Mathematical Sciences does not award credit for Advanced Placement (AP) examinations. However, AP courses may be used in lieu of prerequisites and for placement as follows: Students who earn a score of 4 or 5 on the BC calculus exam may place directly into MATH 032 CM - Calculus III . Students with a 4 or 5 on the AB calculus exam may place directly into MATH 031 CM - Calculus II . Students with a score of 4 or 5 on the Computer Science AP exam may place directly into CSCI 062 CM - Data Structures and Advanced Programming  without taking a prerequisite course.

Mathematics Placement Exams

The department offers advisory placement exams to new students at the beginning of each academic year. The exams are designed to help students choose an appropriate calculus course, but also indicate the level of readiness for other courses which satisfy the general education requirement in mathematics. In particular, students who can not pass the Level I placement exam are advised to take a pre-calculus course at another college before attempting any mathematics course at CMC. Placement exams may be taken on line or in person during new student orientation.

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