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Differential Eqns. F22-22 -- Matrix exponentials and method of undetermined coefficients
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The one where we talk about how to compute matrix exponentials quickly and easily for matrices where all eigenvalues are the same. We also start talking about nonhomogeneous systems and do some simple method of undetermined coefficients (really undetermined vectors).
0:00 Example for computing e^(At)
10:54 Computing e^(At) when all eigenvalues are the same
12:50 Example for computing e^(At)
18:00 Using matrix exponentials to solve system
25:03 Nonhomogeneous ODE systems
28:42 Example giving form in undetermined coefficients
37:42 Example of nonhomogeneous problem
0:00 Example for computing e^(At)
10:54 Computing e^(At) when all eigenvalues are the same
12:50 Example for computing e^(At)
18:00 Using matrix exponentials to solve system
25:03 Nonhomogeneous ODE systems
28:42 Example giving form in undetermined coefficients
37:42 Example of nonhomogeneous problem