Download MIT Differential Equations Lectures Torrent

Torrent Contents Size: 3.24 GB

MIT Differential Equations Lectures

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1 The Geometrical View of y'= f(x,y).flv	FLV	95.48 MB
10 Continuation Complex Characteristic Roots.flv	FLV	106.76 MB
11 Theory of General Second-order Linear Homogeneous ODEs.flv	FLV	116.36 MB
12 Continuation General Theory for Inhomogeneous ODEs.flv	FLV	89.9 MB
13 Finding Particular Sto Inhomogeneous ODEs.flv	FLV	89.76 MB
14 Interpretation of the Exceptional Case Resonance.flv	FLV	93.39 MB
15 Introduction to Fourier Series.flv	FLV	114.05 MB
16 Continuation More General Periods.flv	FLV	102.14 MB
17 Finding Particular Solutions via Fourier Series.flv	FLV	105.26 MB
19 Introduction to the Laplace Transform.flv	FLV	109.65 MB
2 Euler's Numerical Method for y'=f(x,y).flv	FLV	116.87 MB
20 Derivative Formulas.flv	FLV	117.66 MB
21 Convolution Formula.flv	FLV	82.38 MB
22 Using Laplace Transform to Solve ODEs with Discontinuous Inp.flv	FLV	85.66 MB
23 Use with Impulse Inputs.flv	FLV	103.31 MB
24 Introduction to First-order Systems of ODEs.flv	FLV	108.27 MB
25 Homogeneous Linear Systems with Constant Coefficients.flv	FLV	113.09 MB
26 Continuation Repeated Real Eigenvalues.flv	FLV	107.17 MB
27 Sketching Solutions of 2x2 Homogeneous Linear System with Co.flv	FLV	116.05 MB
28 Matrix Methods for Inhomogeneous Systems.flv	FLV	107.89 MB
29 Matrix Exponentials.flv	FLV	112.53 MB
3 Solving First-order Linear ODEs.flv	FLV	97.22 MB
30 Decoupling Linear Systems with Constant Coefficients.flv	FLV	108.35 MB
31 Non-linear Autonomous Systems.flv	FLV	108.62 MB
32 Limit Cycles.flv	FLV	86.93 MB
33 Relation Between Non-linear Systems and First-order ODEs.flv	FLV	103.77 MB
4 First-order Substitution Methods.flv	FLV	115.52 MB
5 First-order Autonomous ODEs.flv	FLV	93.21 MB
6 Complex Numbers and Complex Exponentials.flv	FLV	104.6 MB
7 First-order Linear with Constant Coefficients.flv	FLV	82.7 MB
8 Continuation.flv	FLV	112.45 MB
9 Solving Second-order Linear ODE's with Constant Coefficients.flv	FLV	115.02 MB

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MIT Differential Equations Lectures

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