06:14
VII.3 Separable equations
07:29
VII.1-2 Autonomous scalar problems
10:04
Finite-Rank Perturbation Theory and Applications,…
Finite-Rank Perturbation Theory and Applications, Michael Bush
Perturbation theory deals with tracking how the properties of a mathematical object evolve as input parameters are varied. The main usage of the tools of perturbation theory in application is to…
13:08
VI. 5 Constant-coefficient systems
06:26
VI.4 Homogeneous solutions
04:18
VI.3 Solution structure
08:34
VI. 1-2 Order and dimension
16:50
V.3 Steps and impulses at 2nd order
11:06
V.1-2 Laplace for 2nd order problems
11:25
IV.7 Method of undetermined coefficients
14:55
IV.4 Complex exponentials
07:35
IV.3 Homogeneous 2nd order solutions
11:30
IV. 1-2 Structure of 2nd-order equations
18:08
II.10 Models
10:14
II.9 Undetermined coefficients
08:27
II.7 IVP formula