Summer Session 2001

Mathematics

DEPARTMENTAL CONTACT: Mary Young, 410 Mathematics
Telephone: 854-2432
E-mail: [email protected]

Information from the Department

For additional information and course syllabi, visit the department's Web site.

Mathematics Department

Placement Test

Students who plan to take Mathematics S0065, S1001, S1003, or Calculus, I and who have not recently taken the College Board mathematics achievement test or the General Studies Mathematics Placement Examination must take an informal diagnostic placement test. This test will be given at 2 p.m. and 6 p.m. on the following dates: Thursday, May 17; Monday, May 21; Thursday, June 28; and Monday, July 2; and at 2 p.m. on Friday, May 18; and Friday, June 29. The test will be given in the Tutorial Lab, 308B Lewisohn. Students must present a photo ID before taking the test.

Students wishing to discuss taking courses above Calculus, I should consult the departmental contact.

Noncredit Course

The mathematics course listed below is designed for students who have not attended school for some time or who do not have a firm grasp of high school mathematics. This course does not carry credit toward the bachelor’s degree; Pass/Fail only.

Mathematics S0065D. Basic mathematics.
M. Thillainatesan. 2 points. MTuWTh 6:15–7:50 p.m. May 21–June 29 and June 1
Negative numbers, fractions, decimal notation, percentages, powers and roots, scientific notation, introduction to algebra, linear and quadratic equations, Pythagorean theorem, coordinates, and graphs.

Courses for Degree Credit

Mathematics S1001D. Intermediate algebra.
N. Wrinkle. 2 points. MTuWTh 4:30–6:05. May 21–June 29 and June 1
A review of algebra, at a higher level than Mathematics F0065. Topics include real numbers, linear equations, exponents, polynomials, graphing linear and quadratic equations, functions, and operations with functions.

Mathematics S1001Q. Intermediate algebra.
Instructor to be announced. 2 points. MTuWTh 4:30–6:05. July 2–August 10 and July 6
The same course as Mathematics S1001D.

Mathematics S1003D. College algebra and analytic geometry.
Sec. 2: G. Rosenberg. 3 points. MTuWTh 9–11:25. May 21–June 29 and June 1
The same course as Mathematics S1003X, below, but offered in six weeks. Because of the heavy workload, students should not take another course in the same session.

Mathematics S1003Q. College algebra and analytic geometry.
Sec. 3: M. Parham. 3 points. MTuWTh 6:15–8:40 p.m. July 2–August 10 and July 6
The same course as Mathematics S1003X, below, but offered in six weeks. Because of the heavy workload, students should not take another course in the same session.

Mathematics S1003X. College algebra and analytic geometry.
Sec. 1: K. Nairn. 3 points. MW 6:15–8:40 p.m. May 21–July 20 and June 1 (12 weeks)
Prerequisite:a mathematics score of 550 on the SATexam, taken within the past year, or the appropriate grade on the Mathematics Placement Exam.
Algebra review, graphs and functions, polynomial functions, rational functions, conic sections, systems of equations in two variables, exponential and logarithmic functions, trigonometric functions and trigonometric identities, applications of trigonometry, sequences, series, and limits.

Mathematics S1101D. Calculus, I.
Sec. 2: I. Volvovski. 3 points. MTuWTh 9–10:35. Sec. 3: A. Clingher. 3 points. MTuWTh 2:45–4:20. May 21–June 29andJune 1
The same course as Mathematics S1101X, below, but offered in six weeks.

Mathematics S1101Q. Calculus, I.
Sec. 4: M. Sadykov. 3 points. MTuWTh 9–10:35. July 2–August 10 and July 6Sec. 5: S. Casalaina-Martin. 3 points. MTuWTh 6:15–7:50 p.m.
The same course as Mathematics S1101X, below, but offered in six weeks.

Mathematics S1101X. Calculus, I.
Sec. 1: B. Weinkove. 3 points. TuTh 6:15–7:50 p.m. May 21–August 10 (12 weeks)
Prerequisite: high school mathematics through trigonometry or Mathematics S1003, or the equivalent.
Functions, limits, derivatives, introduction to integrals.

Mathematics S1102D. Calculus, II.
Sec. 1: A. Champanerkar. 3 points. MTuWTh 1–2:35. Sec. 2: N. Broaddus. 3 points. MTuWTh 6:15–7:50 p.m.
Prerequisite: Mathematics S1101 or the equivalent.
Methods of integration, applications of the integral, Taylor’s theorem, infinite series.

Mathematics S1102Q. Calculus, II.
P. L. Nguyen Thanh. 3 points. MTuWTh 4:30–6:05 July 2–August 10 and July 6
The same course as Mathematics S1102D.

Mathematics S1201D. Calculus, III.
M. Raugas. 3 points. MTuWTh 1–2:35. May 21–June 29 andJune 1
Prerequisite: Mathematics S1102 or the equivalent.
Vectors in dimensions 2 and 3. Vector-valued functions and their derivatives; curves. Functions of several variables; partial derivatives; gradients; surfaces; extrema. Double and triple integrals.

Mathematics S1201Q. Calculus, III.
J. Song. 3 points. MTuWTh 9–10:35. July 2–August 10 and July 6
The same course as Mathematics S1201D.

Mathematics S1202D. Calculus, IV.
Q. Zhang. 3 points. MTuWTh 10:45–12:20. May 21–June 29 and June 1
Prerequisite: Mathematics S1201 or the equivalent.
Vectors in higher dimensions; matrices; applications to calculus. Vector analysis. Introduction to Fourier series.

Mathematics S1202Q. Calculus, IV.
H. Lee. 3 points. MTuWTh 10:45–12:20. July 2–August 10 and July 6
The same course as Mathematics S1202D.

Mathematics S2010D. Linear algebra.
O. Offen. 3 points. MTuWTh 2:45–4:20. May 21–June 29 andJune 1
Prerequisite: Mathematics S1201 or the equivalent.
Matrices, vector spaces, linear transformation, Eigenvalues and Eigenvectors, canonical forms, applications.

Mathematics S2010Q. Linear algebra.
J. Hundley. 3 points. MTuWTh 1–2:35. July 2–August 10 and July 6
The same course as Mathematics S2010D.

Mathematics S3027D. Ordinary differential equations.
A. Chau. 3 points. MTuWTh 6:15–7:50 p.m. . May 21–June 29 andJune 1
Prerequisite: Mathematics S1201 or the equivalent.
Equations of order one; linear equations; series solutions at regular and singular points. Boundary value problems. Selected applications.

Mathematics S3027Q. Ordinary differential equations.
H. Xue. 3 points. MTuWTh 2:45–4:20 p.m. July 2–August 10 and July 6
The same course as Mathematics S3027D.

Mathematics S4061D. Introduction to modern analysis, I.
C. Popescu. 3 points. MTuWTh 10:45–12:20. May 21–June 29 andJune 1
Prerequisite: Mathematics S1202, S2010, or the equivalent.
Limits. Topology of Euclidian space. Continuous and differentiable functions. Implicit functions.

Mathematics S4062Q. Introduction to modern analysis, II.
C. Popescu. 3 points. MTuWTh 10:45–12:20. July 2–August 10 and July 6
Prerequisite: Mathematics S4061, or the equivalent with the instructor’s permission.
Metric spaces. Function spaces. Uniform convergence. Lebesgue integral. Fourier series.

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