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01:00:25 Compact imbeddings in Sobolev spaces Math 836… Compact imbeddings in Sobolev spaces Math 836 Spring 2023	Compact imbeddings in Sobolev spaces Math 836 Spring 2023 Rellich's theorem, Sobolev imbedding rellich's theorem From Rakesh Rakesh 0 likes 2 plays 0 Department Name Mathematical Sciences Date Established April 14, 2023
37:36 Trace Theorem I, Math 836 Spring 2023 Trace Theorem I, Math 836 Spring 2023	Trace Theorem I, Math 836 Spring 2023 Trace theorem for Sobolev spaces trace theorem From Rakesh Rakesh 0 likes 7 plays 0 Department Name Mathematical Sciences Date Established April 05, 2023
12:02 Poincare - Bendixson II Math 503 Fall 2022 Poincare - Bendixson II Math 503 Fall 2022	Poincare - Bendixson II Math 503 Fall 2022 poincare-bendixson theorem phase portrait closed orbits From Rakesh Rakesh 0 likes 6 plays 0 Department Name Mathematical Sciences Date Established November 21, 2022
16:01 Poincare-Bendixson theorem I - Math 503 Fall 2022 Poincare-Bendixson theorem I - Math 503 Fall 2022	Poincare-Bendixson theorem I - Math 503 Fall 2022 Poincare-Bendixson theorem cyclyes phase portrait poincare-bendixson theorem From Rakesh Rakesh 0 likes 7 plays 0 Department Name Mathematical Sciences Date Established November 17, 2022
23:49 Closed orbits, Duluc's theorem I - Math 503… Closed orbits, Duluc's theorem I - Math 503 Fall 2022	Closed orbits, Duluc's theorem I - Math 503 Fall 2022 Closed orbits and the Poincare Bendixson theorem closed orbits trapping region duluc's theorem From Rakesh Rakesh 0 likes 9 plays 0 Department Name Mathematical Sciences Date Established November 15, 2022
36:37 Matrix version of spectral theorem Matrix version of spectral theorem	Matrix version of spectral theorem Matrix version of the normal operator spectral theorem spectral theorem unitary matrix orthonormal bases From Rakesh Rakesh 0 likes 6 plays 0 Department Name Mathematical Sciences Date Established January 07, 2022
41:18 Lecture 5 Jordan canonical form Lecture 5 Jordan canonical form	Lecture 5 Jordan canonical form Minimal polynomial, Characteristic polynomial, Cayley Hamilton theorem minimal polynomial characteristic polynomial cayley hamilton theorem From Rakesh Rakesh 0 likes 4 plays 0 Department Name Mathematical Sciences Date Established January 05, 2022
16:50 V.3 Steps and impulses at 2nd order V.3 Steps and impulses at 2nd order	V.3 Steps and impulses at 2nd order differential equation laplace transform transform solution theorem shift t. capital function step inverse minus s. fraction poles sine polynomial impulse cosine term identity square From Tobin Driscoll 0 likes 102 plays 0
07:25 I.14 Eigenvalue multiplicity I.14 Eigenvalue multiplicity	I.14 Eigenvalue multiplicity eigenvalues linear algebra eigenvalue multiplicity lambda matrix eigenspace basis polynomial minus determinant multiplicities roots identity matrices vectors side examples vector diagonal theorem From Tobin Driscoll 0 likes 119 plays 0
29:11 The definite integral III, 6.3, Math 221 Winter… The definite integral III, 6.3, Math 221 Winter 2021	The definite integral III, 6.3, Math 221 Winter 2021 fundamental theorem of calculus subdivision interval curve thing width function point rectangles slope points rectangle height limit answer times antiderivative alright parts theorem length From Rakesh Rakesh 0 likes 9 plays 0 Department Name Mathematical Sciences Date Established January 29, 2021
13:47 The Fundamental theorem of Calculus I, 6.4, Math… The Fundamental theorem of Calculus I, 6.4, Math 221 Winter 2021	The Fundamental theorem of Calculus I, 6.4, Math 221 Winter 2021 fundamental theorem of calculus From Rakesh Rakesh 0 likes 7 plays 0 Department Name Mathematical Sciences Date Established January 29, 2021
50:52 Competing species I Competing species I	Competing species I Drawing the global phase portrait for a system of ODEs modeling two species competing for the same source of food in an ecosystem. 11995 point side points region vector minus component idea field theorem curve orbit alright trajectory things species dot arrow 3d thing From Rakesh Rakesh 0 likes 16 plays 0 Department Name Mathematical Sciences Date Established December 02, 2020
49:16 Closed orbits II and the Poincare-Bendixson… Closed orbits II and the Poincare-Bendixson theorem	Closed orbits II and the Poincare-Bendixson theorem Duluc's criterion for the non-existence of closed orbits and the statement of the Poincare-Bendixson theorem followed by remarks. 11995 region point orbit trajectory delta divergence theorem times vector regions dimensions dot field 3d d. orbits solution points boundary alright From Rakesh Rakesh 0 likes 33 plays 0 Department Name Mathematical Sciences Date Established November 23, 2020
32:24 Closed orbits I Closed orbits I	Closed orbits I Also includes Duluc's criterion for ruling out closed orbits. 11995 orbit seconds vector solution point gamma velocity dot equation path side hand thing field divergence theorem curve argument things direction From Rakesh Rakesh 0 likes 21 plays 0 Department Name Mathematical Sciences Date Established November 20, 2020
47:00 Differential forms on manifolds Differential forms on manifolds	Differential forms on manifolds This is a very rushed introduction to differential forms on manifolds. differential forms differential stokes's theorem manifold point tangent surface form plane vector definition curve things thing omega forms parameterization patch space curves velocity theorem From Rakesh Rakesh 0 likes 25 plays 0 Department Name Mathematical Sciences Date Established November 18, 2020
01:00:48 Motivation for Differential Forms Motivation for Differential Forms	Motivation for Differential Forms Why we need differential forms and the properties we expect differential forms to have. differential forms exterior calculus stokes's theorem vector definition tangent forms things space differential form surface curve plane vectors maps object point function spaces alright linear direction From Rakesh Rakesh 0 likes 48 plays 0 Department Name Mathematical Sciences Date Established November 09, 2020