![]() ![]() ![]() It is intended for students who have greater facility in mathematical reasoning. This course covers the ground of course 200, but is more complete and goes further. This course, including the study of derivatives, indefinite and definite integrals, infinite series, and Taylor's theorem, is the foundation of theoretical physics and advanced mathematics, and the ideas introduced are, as ideas, of fundamental importance in many branches of modern thought. Trigonometry, Analytic Geometry, and Advanced Algebra, constituting the freshman course in mathematics which is required of all students in the Institute. This course is given in alternate years with course 300 in applied mathematics to those students who satisfy the instructor of their fitness to take the course. In this course the method of generalized co-ordinates, Lagrange's equations, and Hamilton's Principle will be applied to the problems of rotating rigid bodies, celestial bodies and to general theoretical physics. Mechanics of Rigid Bodies and General Analytical Dynamics. Open to those who satisfy the instructor that they are prepared to take the course.Īpplied Mathematics 310. The bending and vibrations of elastic bodies, the motion of fluids and waves considered by means of harmonic functions. Mathematical theory of the fundamental principles with applications to machines and structures.Īpplied Mathematics 300. It has the same requirements for admission, but is not to be given in 1914-15.Īpplied Mathematics 200. This course is given in alternate years with course 310 to those students who satisfy the instructor that they are prepared to take the course. Theory of Functions of a Complex Variable. Open to those who satisfy the instructor of their fitness to take the course. Surface and volume integrals introduction to the theory of differential equations and integral equations, with applications of the theory of sets of points the Lebesgue integral trigonometric series. This course or mathematics 310 should be taken by students whose major interest lies in physics or engineering it is open to those who pass successfully in courses 200 or 210 in mathematics. Differentiation and integration of functions of several variables surface and volume integrals, introduction to the theory of differential equations. Advanced Calculus and Differential Equations. Introduction to modern methods in geometry and algebra, including abridged notation and the theory of transformation and invariants. It is a sufficient introduction to courses 300 and 310 in mathematics, and is open to students who obtain high grades in mathematics 100 or otherwise satisfy the instructor of their fitness to take the course. It will be more complete than the preceding course, and is intended for students who have greater facility in mathematical reasoning. This course covers the ground of course 200) in mathematics, and in addition the subject of integration of functions of several variables. This course, including derivatives, integrals, differentials with their applications to geometry and mechanics, infinite series, Taylor's theorem, partial derivatives, is the foundation of theoretical physics and advanced mathematics, and the ideas introduced are of great importance in many branches of modern thought. Trigonometry, Analytic Geometry, Introduction to Calculus, constituting the Freshman course in mathematics which is required of all students in the Institute. Math Classes for 2000/01 Math Classes for 2010/11 Math Classes for 1979/81 Math Classes for 1990/91 Math Classes for 1960/61 Math Classes for 1970/71 Math Classes for 1940/41 Math Classes for 1950/52 Math Classes for 1920/21 Math Classes for 1930/31 Math Classes for 1918/19 Math Classes for 1919/20 Math Classes for 1916/17 Math Classes for 1917/18 Math Classes for 1914/15 Math Classes for 1915/16 Math Classes for 1912/13 Math Classes for 1913/14 Math Courses listed in the Rice Institute General Announcements by Decade Which Upper Level Courses Should I Take?.Beginnings of the Department by Hubert E. ![]() Department Statement on Collegiality, Respect, and Sensitivity. ![]()
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