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Matrix version of spectral theorem duration 36 minutes 37 seconds 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
Part III: Materials in Extreme Dynamic… duration 1 hour 9 minutes Part III: Materials in Extreme Dynamic… Part III: Materials in Extreme Dynamic Environments	Part III: Materials in Extreme Dynamic Environments 701065794 model fiber penetration impact depth matrix direction models damage velocity fibers energy simulation micron materials properties space simulations layers composite From Kristen Scully 0 likes 19 plays 0
Processing of Carbon/Carbon Composites duration 53 minutes 40 seconds Processing of Carbon/Carbon Composites Processing of Carbon/Carbon Composites	Processing of Carbon/Carbon Composites Presenters Dr. Laure Moretti Tania Lavaggi Faheem Muhammed carbon material temperature properties pressure permeability model process composite simulation conversion matrix composites degradation porosity microstructure cycle decomposition carbonization condition From Kristen Scully 0 likes 148 plays 0 Department Name Center for Composite Materials Department Division Engineering Date Established May 21, 2021
Materials in Extreme Dynamic Environments Part… duration 1 hour 4 minutes Materials in Extreme Dynamic Environments Part… Materials in Extreme Dynamic Environments Part II: Materials by Design, from Micro to Mesoscale	Materials in Extreme Dynamic Environments Part II: Materials by Design, from Micro to Mesoscale Presenters Mr. Munetaka Kubota Dr. Ahmad AbuObaid Mr. Christopher Meyer fiber hm interface mode defects matrix energy mm length failure model scale crack surface strength properties size fracture traction glass From Kristen Scully 0 likes 24 plays 0 Department Name Center for Composite Materials Department Division Engineering Date Established May 14, 2021
Astronomy seminar - Willow Fortino duration 1 hour 6 minutes Astronomy seminar - Willow Fortino Astronomy seminar - Willow Fortino	Astronomy seminar - Willow Fortino Talk title: Reducing Ground-Based Astrometric Errors with Gaia and Gaussian Processes 46629 turbulence model correlation field function stars exposures kernel image exposure question process telescope survey des parameters matrix errors lsst astrometry From John Gizis 0 likes 9 plays 0 Department Name Physics and Astronomy
VI.7 Matrix exponential duration 14 minutes 3 seconds VI.7 Matrix exponential VI.7 Matrix exponential	VI.7 Matrix exponential matrix exponential matrix times column power exponential identity lambda matrices inverse series eigenvalue exponentials problem sine cosine derivative solution row term vector From Tobin Driscoll 0 likes 124 plays 0
VI. 5 Constant-coefficient systems duration 13 minutes 8 seconds VI. 5 Constant-coefficient systems VI. 5 Constant-coefficient systems	VI. 5 Constant-coefficient systems differential equation eigenvalue solution matrix times vector lambda eigenvalues column capital eigenvector omega parts term polynomial eigenvectors characteristic equation sine identity euler c1 From Tobin Driscoll 0 likes 97 plays 0
VI.4 Homogeneous solutions duration 6 minutes 26 seconds VI.4 Homogeneous solutions VI.4 Homogeneous solutions	VI.4 Homogeneous solutions differential equation matrix times wronskian vector solution t. determinant equation column definition columns capital solutions problem functions c. condition linear combination things From Tobin Driscoll 0 likes 78 plays 0
VI.3 Solution structure duration 4 minutes 18 seconds VI.3 Solution structure VI.3 Solution structure	VI.3 Solution structure differential equation equation vector a. dependence variables matrix x3 x2 kmb components degrees attic basement function forcing coefficient linear coefficients ax equals From Tobin Driscoll 0 likes 76 plays 0
VI. 1-2 Order and dimension duration 8 minutes 34 seconds VI. 1-2 Order and dimension VI. 1-2 Order and dimension	VI. 1-2 Order and dimension differential equation prime equation vector definition variable variables equations problems linear unknowns matrix derivatives theta space a. u. dimensions u5 u4 u3 From Tobin Driscoll 0 likes 86 plays 0
unsupervised learning - whitening duration 1 hour 57 minutes unsupervised learning - whitening unsupervised learning - whitening	unsupervised learning - whitening 702507326 distance cluster image clusters points clustering algorithm pixels channel things correlation stanza hyperparameters centers axis matrix array means point model From Federica Bianco 0 likes 36 plays 0
Micromechanics of Thermoplastic Composites:… duration 58 minutes 5 seconds Micromechanics of Thermoplastic Composites:… Micromechanics of Thermoplastic Composites: Experiments and Modeling	Micromechanics of Thermoplastic Composites: Experiments and Modeling Presenters Dr. Joe Deitzel Branndon Chen Dr. Nithin Kaliyath Parambil fiber temperature model length failure rate interface range matrix scale strain properties polypropylene room stress rooms crystallization force traction questions composites property energy displacement From Kristen Scully 0 likes 57 plays 0 Department Name Center for Composite Materials Department Division Engineering Date Established March 26, 2021
I.14 Eigenvalue multiplicity duration 7 minutes 25 seconds 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 125 plays 0
I.13 Eigenvalues duration 10 minutes 40 seconds I.13 Eigenvalues I.13 Eigenvalues	I.13 Eigenvalues eigenvalues linear algebra lambda matrix row polynomial minus times roots eigenvector solution conjugate s. determinant i. equation eigenvectors numbers step eigenspace linear From Tobin Driscoll 0 likes 134 plays 0
I.11 Homogeneous and general solutions duration 8 minutes 39 seconds I.11 Homogeneous and general solutions I.11 Homogeneous and general solutions	I.11 Homogeneous and general solutions linear algebra solution problem matrix row linear vector vectors solutions basis variables columns column form elimination hand times ax thing equations expression From Tobin Driscoll 0 likes 173 plays 0
I.10 Singularity duration 8 minutes 42 seconds I.10 Singularity I.10 Singularity	I.10 Singularity linear algebra column matrix row determinant determinants times thing ref cases element sum minus pattern denominator formula identity reduction linear matter numbers From Tobin Driscoll 0 likes 106 plays 0