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Copy 2 of DOC - Caltechcampuspubs - California Institute of ...

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MATHEMATICS<br />

MATHEMATICS<br />

PROFESSORS: HARRY BATEUAN, ERIC T. BELL, HARRY C. VAN BUSKIRK<br />

ASSOCIATE PROFESSORS: ARISTOTLE D. MICHAL, LUTHER E. 'VEAR<br />

ASSISTANT PROE'ESSORS: MORGAN WARD, CLYDE WOLFE<br />

INSTRUCTOR: WILLIAM N. BmCHDY<br />

RESEARCH FELLOWS: MIGUEL A. BASOCO, JOliN D. ELDER<br />

TEACHING FELLOWS AND ASSIST,'NTS: J. L,'WRENCE BOTSFORll, LAWRENCE S.<br />

KENNISON, ROBERT S. MARTIN, STEPHEN O. RICE<br />

The work in engineering and science is so largely mathematical<br />

in character that too much emphasis can hardly be placed<br />

upon the necessity <strong>of</strong> a good foundation in mathematics. Care<br />

is taken to present both underlying principles and a great variety<br />

<strong>of</strong> applications, thus connecting the mathematical work closely<br />

with the pr<strong>of</strong>essional studies.<br />

UNDERGRADUATE SUBJECTS<br />

Ma. I a, b, c. FUESHMAN MATHE1HATICS. IZ units (4-0-8); first, second<br />

and third terms.<br />

Including the fundamentals <strong>of</strong> analytical geometry, certain topics in<br />

college algebra, and some <strong>of</strong> the principles <strong>of</strong> the differential and integral<br />

calculus.<br />

Text: Analytical Geometry, Hardings and Mullins; Differential and<br />

Integral Calculus, Cohen.<br />

Ma. Z a, b, c. SOPHmrouE MATHEnIATIcs. lZ units (4-0-8), first and<br />

second terms; 8 units third term.<br />

Prerequisite: Ma. 1 a, b, c.<br />

Includes additional topics in analytical geometry, and completes the<br />

usual subjects <strong>of</strong> the calculus, begun in the freshman year.<br />

Text: Analytic Geometry, Ford; Differential and Integral Calculus,<br />

Cohen.<br />

Ma. Z d. MATHEMATICS REnEw. 4 units (4-0-8).<br />

A comprehensive review <strong>of</strong> freshman and sophomore mathematics<br />

during the last three weeks <strong>of</strong> the sophomore year.<br />

Courses Ma. 1 a, b, c, and Z a, b, c, d, form a continuous two-year<br />

course in analytical geometry, college algebra, and the differential and<br />

integral calculus.<br />

159

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