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01:17:00 Cancer Group Cancer Group	Cancer Group Zoom Recording ID: 94401368266 UUID: zai0eXCmTJWfY+FuNpiOvA== Meeting Time: 2021-08-23 09:28:20pm cells cell model models organoids paper stem things rules agent growth 3d properties papers membrane network factors tissue equation interactions From Gilberto Schleiniger 0 likes 3 plays 0
08:15 VII.5 Direction fields VII.5 Direction fields	VII.5 Direction fields direction field vector point slope field solution arrows vectors tangent plane curve solutions equation points values direction corner left increase rate things From Tobin Driscoll 0 likes 111 plays 0
06:14 VII.3 Separable equations VII.3 Separable equations	VII.3 Separable equations separable differential equation solution sides times left equation a. problem x. function form note t. restrictions constant equations linear c. condition formula lot From Tobin Driscoll 0 likes 74 plays 0
08:33 VII.4 Logistic equation VII.4 Logistic equation	VII.4 Logistic equation logistic model equation times growth prime capacity b. carrying rate population fact t. parameters point inflection environment cancel coefficients side xe x. From Tobin Driscoll 0 likes 80 plays 0
07:29 VII.1-2 Autonomous scalar problems VII.1-2 Autonomous scalar problems	VII.1-2 Autonomous scalar problems differential equation equilibrium hat point solutions prime function things test parabola points stability x. ode calculus ab pictures orbits origin left place From Tobin Driscoll 0 likes 83 plays 0
10:04 Finite-Rank Perturbation Theory and Applications,… Finite-Rank Perturbation Theory and Applications, Michael Bush	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… mathematical sciences [email protected] perturbation operators spaces of functions differential equation string conditions eigenvalues talk apple sort piece eigenfunctions object operator box function rank perturbations particle equation functions pictures eigenvalue From Lauren Mosesso 0 likes 9 plays 0 Department Name Mathematical Sciences
10:08 Universal strength evolution laws and deflection… Universal strength evolution laws and deflection criterion in brittle homogeneous bi-layer polymeric system, Tousif Ahmed	Universal strength evolution laws and deflection criterion in brittle homogeneous bi-layer polymeric system, Tousif Ahmed The mechanical quality of interfaces between polymers is undoubtedly an important player in composite materials research. Consequently, extensive intellectual and financial efforts have been invested… toughness-enhancement crack-deflection interface-strength polymers [email protected] mechanical engineering interface deflection toughness enhancement crack layer evolution strength curve root length credit minutes samples defects equation millimeters relationship situation From Lauren Mosesso 0 likes 4 plays 0 Department Name Mechanical Engineering
13:08 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 96 plays 0
06:26 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
04:18 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
08:34 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 84 plays 0
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
11:06 V.1-2 Laplace for 2nd order problems V.1-2 Laplace for 2nd order problems	V.1-2 Laplace for 2nd order problems laplace transform differential equation solution capital transform polynomial equation laplace coefficient cosine t. decomposition minus sides function term denominator left values x. inverse transforms From Tobin Driscoll 0 likes 126 plays 0
10:11 IV.8 Forced oscillators IV.8 Forced oscillators	IV.8 Forced oscillators oscillator resonance frequency omega amplitude solution epsilon rho gain phase coefficient function forcing max things problem equation frequencies pseudo ratio phenomenon From Tobin Driscoll 0 likes 99 plays 0
11:25 IV.7 Method of undetermined coefficients IV.7 Method of undetermined coefficients	IV.7 Method of undetermined coefficients differential equation cosine sine times omega coefficients equation t. minus side powers method prime derivatives polynomial solution term problems frequency hand problem From Tobin Driscoll 0 likes 109 plays 0
12:56 IV.6 Free oscillators IV.6 Free oscillators	IV.6 Free oscillators oscillators theta root frequency omega coefficient times roots cosine solution m. oscillator equation problem ode linear halves form sine parameters equilibrium From Tobin Driscoll 0 likes 132 plays 0