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Differential Equations, Spring 2006
Lecture 11: Theory of general second-order linear homogeneous ODE's: superposition, uniqueness, Wronskians
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Lecture 03: Solving first-order linear ODE's; steady-state and transient solutions
Published 08/05/16
Lecture 02: Euler's numerical method for y'=f(x,y) and its generalizations
Published 08/05/16
Lecture 28: Matrix methods for inhomogeneous systems: theory, fundamental matrix, variation of parameters
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More from Instructors: Prof. Arthur Mattuck Prof. Haynes Miller
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