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01:03:19 BEE 3600 Office Hours 2020-04-15 BEE 3600 Office Hours 2020-04-15	BEE 3600 Office Hours 2020-04-15 Zoom Recording ID: 596257102 UUID: 4XPTGtKYT02pvWT0J/hR0Q== Meeting Time: 2020-04-15T21:57:06Z jacoby matrix communication extra points one time delay identity matrix caption complete question answer key imaginary number elementary algebra infinite solutions general equation subtracting lambda equal time perception signal processing algebra top left mathematical analysis didactics time separation waves 1st thing matrix theory elementary arithmetic life easier negative alpha common law educational psychology total time linear algebra equation 99.9 percent thought eyes equal point 999 office hours problem fixed point optics partial derivative From Buz Barstow on April 15th, 2020 20 plays
02:22:33 Young Researchers October 2019 (Not recorded… Young Researchers October 2019 (Not recorded correctly)	Young Researchers October 2019 (Not recorded correctly) linear program expected reward partial smoothness highest probability generalized equation geometric topology contemporary art specific bundle differential calculus salesman problem global convergence blue set general case elementary algebra classical deterministic poll numbers smooth functions higher degree cubic polynomial longer hold optimization algorithms and methods underlying structure function dimensional problem mathematical and quantitative methods (economics) smooth gradient squares polynomials minimal case stationary condition black box gradient descent expected number upper bound local min variational inequalities numerical analysis ejc85 lower dimensional deterministic algorithm linear convergence rate first order methods active manifold semi definite objective function chromatic number convex analysis local man statistical theory negative gradient direction original objective starting point convex problem north space wider search space high level idea complex form statistical methods statistical terminology linear approximation gradient approximation professor card single point performance profile bundle size traditional sort equations topology convex function conditional expectation function values optimal decisions classical case probability theory complicated manifold convergence rate reinforcement learning good quality elementary special functions primal dual optimality measure quality 1st order method types of functions local minima local minimum feasible region multivariable calculus differential geometry holds true operations research systems engineering smooth function statistical model natural question online algorithm constant rank manifolds dynamic programming competitive ratio type method high dimension quadratic approximation function evaluation intersection point regression analysis open question decomposable properties 2nd order special case 1st order caption complete design of experiments 1st time edge cost perfect graph algorithms north face 3rd condition hand side algebra mathematical analysis fast convergence mathematical optimization small probabilities adjacent vertices true gradient single edge sufficient decrease good conditioning strong perfect linear operators in calculus n.p. hard root-finding algorithms nonce move From E. Cornelius on October 5th, 2019 11 plays
42:46 Vibrational properties and phonons in DFT… Vibrational properties and phonons in DFT (Lecture 4.1)	Vibrational properties and phonons in DFT (Lecture 4.1) 2016 PARADIM SUMMER SCHOOL Feliciano Giustino - Lecture 4.1 force game mode 2nd atom bit larger energy concepts in physics difficult relations hearing elementary special functions sound wave equation reference frame medical terminology water molecule statistics planetary science web colors atomic physics d.f.t. pressure waves molecules special relations 2nd derivative caption complete arithmetic physical chemistry i.q. energy scale special directions blue circles secondary bodies mathematical analysis blue dots cartesian directions functions and mappings equations elementary mathematics equations of physics sound physical quantities chemistry mechanical vibrations condensed matter physics acoustics called density function chemical processes berlin zone matter square root total energy atoms find basically euclidean geometry harmonic approximation force constant From James Overhiser on February 14th, 2019 124 plays
43:36 DFT: Phonons in Density Functional Theory… DFT: Phonons in Density Functional Theory (Tutorial 4.1)	DFT: Phonons in Density Functional Theory (Tutorial 4.1) 2018 PARADIM SUMMER SCHOOL Lecture 4.1 Phonons in DFT state functions statements calculation dimensional solid concepts in physics displacement hearing chemical elements dielectrics reference frame matter caption complete water molecule criminal law nonmetals muscle nitrogen quantum mechanics general case thermodynamics biology and pharmacology of chemical elements molecules atmospheric thermodynamics 2nd derivative functional theory arithmetic i.q. sound philosophical terminology 2nd video human behavior vibrational frequency mathematical analysis interesting bit pressure basically general statement nitrogen molecule functions and mappings equations semantics topology simplest expression anatomy chemistry force constant coolants acoustics equation move things thought elementary geometry political philosophy sound wave conic sections square root elementary mathematics equal minus times acceleration harmonic approximation From James Overhiser on February 14th, 2019 212 plays
52:44 25 - Bicycle; Particle Motion Relative to a Frame… 25 - Bicycle; Particle Motion Relative to a Frame Session 25	25 - Bicycle; Particle Motion Relative to a Frame Session 25 2013-04-23 08:06:57+00 problem mathematical notation youth integral calculus acceleration evaluation emotions e.t. question logic prime common law semantics scientific method respect mass communication motion topology linear algebra mechanics reasoning philosophy disambiguation geography terminology arithmetic classical mechanics caption complete x.. thing position length latin alphabet moving sociological terminology picture cognitive science differential calculus functions and mappings analytic geometry bicycle coordinate arc equation ontology structure j.. binary operations velocity linear operators in calculus virtue differential geometry textile industry educational stages human behavior elementary geometry art media equations geometric shapes political philosophy elementary algebra spoke frame symbols algebra force t.. videonote horse races interpersonal relationships psychology mathematical analysis wheels formula kinematics grammar concepts in physics horse racing statics direction matter spring 2013 greek alphabet From mjp337@cornell.edu on June 26th, 2018 13 plays
48:34 22 - Polar & Path coordinates Session 22 22 - Polar & Path coordinates Session 22	22 - Polar & Path coordinates Session 22 2013-04-11 10:04:49+00 constant pi rotation geometry elementary shapes exponentials coordinate systems e.r. dot caption complete kinematics mathematical analysis elementary algebra functions and mappings arithmetic archaeological artefact types greek alphabet mechanics meaning (philosophy of language) elementary special functions question trigonometry universe perpendicular elementary mathematics solution circles philosophical logic understand exponential growth topology companies listed on nasdaq equal geometric measurement c.. materials coordinate force memory pendulums astrometry educational psychology mass materials science tribology concepts in physics problem circle semantics linear algebra didactics differential calculus path machines direction ordinary differential equations greek letters formula length velocity analytic geometry spring 2013 t.. vector radius frames of reference angle classical mechanics equation logic acceleration r.. thing videonote mathematical notation motion communication differential geometry algebra polynomials calculation From mjp337@cornell.edu on June 26th, 2018 10 plays
47:09 14 - Circular Motion: Simple Pendulum Session 14 14 - Circular Motion: Simple Pendulum Session 14	14 - Circular Motion: Simple Pendulum Session 14 2013-03-07 08:58:45+00 systems theory symbols equation classical mechanics negative formal languages functions and mappings center spring 2013 period differential calculus arithmetic latin alphabet elementary algebra write dynamics derivative force triangles momentum gravity point geometry balance question statistical terminology mass miami university perpendicular relative t.. minus circles videonote differentiation rules non-linear universe binary operations philosophical terminology length linear algebra kinematics algebra amplitude coordinates concepts in physics caption complete pendulum velocity acceleration direction mathematical analysis primitive types motion syntactic entities rotation conservation laws mechanics non-linearity equations From mjp337@cornell.edu on June 26th, 2018 20 plays
49:13 15 - Mechanics Review; Circular Motion… 15 - Mechanics Review; Circular Motion (cont'd) Session 15	15 - Mechanics Review; Circular Motion (cont'd) Session 15 2013-03-12 08:50:14+00 dot information science force fluid mechanics videonote rigid bodies thermodynamics engineering tribology matter display technology principles direction double dot caption complete diagrams mathematical analysis analytic geometry density celestial mechanics rigid object minus philosophy of mathematics academic administration particle mathematical physics binary operations dimension mathematical objects thing numeral systems mechanical engineering vector logic coordinates spring 2013 communication mechanics functions and mappings dynamics greek alphabet simplification equation velocity aerodynamics differentiation fluid dynamics philosophy vowel letters statics egyptian artefact types circle concepts in physics partial differential equations kinematics one approximation length problem elementary geometry question physical objects astrometry energy energy development exponentials position equations particle physics linear algebra latin alphabet educational psychology algebra elementary mathematics circles distance quantity angle mathematical notation change representation differential calculus elementary algebra gyroscopes geometry linear operators in calculus classical mechanics trigonometry infinity neuroscience mass acceleration differential equations continuum mechanics rotation equal motion From mjp337@cornell.edu on June 26th, 2018 10 plays
48:25 10 - Matlab ODE for Flying Particle in 2D Session… 10 - Matlab ODE for Flying Particle in 2D Session 10	10 - Matlab ODE for Flying Particle in 2D Session 10 2013-02-21 08:59:20+00 fluid dynamics calculate dynamical systems educational psychology linear algebra heat transfer caption complete problem cryptography differential ball games spring 2013 elementary geometry change numerical software motion mechanics trajectory physics vector mathematical logic circles conic sections abstract algebra linear operators in calculus condition mathematical analysis videonote values constant song recordings produced by rick rubin column vector r.h.s. force fluid mechanics thermodynamics row vector elementary algebra aerodynamics mechanical engineering latin alphabet kinematics matter solutions elementary special functions sound earth chemical processes elementary mathematics functions and mappings teaching audio engineering differential calculus algebra equation hand side position matrices solution length classical mechanics velocity chemical mixtures signal processing analytic geometry analog circuits g.. physical objects time step times topology physical chemistry question geometric shapes geography formal sciences number thing numerical differential equations equal From mjp337@cornell.edu on June 26th, 2018 8 plays
47:33 09 - Spatial Dynamics Session 9 09 - Spatial Dynamics Session 9	09 - Spatial Dynamics Session 9 2013-02-19 08:57:33+00 dot analytic geometry theory of computation geometry numerical differential equations latin alphabet mathematical tools force aerodynamics conic sections mechanics science experiments binary operations concepts in physics number education exponentials trajectory geometric shapes colloidal chemistry write chemical processes universities and colleges physical objects classical mechanics elementary mathematics videonote universe elementary special functions position heat transfer vector motion fluid mechanics equal equation school terminology educational stages youth particle function kinematics temperature solvents differential calculus t.. caption complete problem dot product algebra mass mathematical analysis m.g. question linear momentum velocity thermodynamics data analysis software surfaces elementary geometry data management topology minus linear algebra circles sociolinguistics geography terminology elementary algebra direction astrometry symbols matter v.x. functions and mappings spring 2013 technical drawing length students coordinate linear operators in calculus thing acceleration business terms From mjp337@cornell.edu on June 26th, 2018 11 plays
47:02 08 - Normal Modes; Midpoint Method; Collisions… 08 - Normal Modes; Midpoint Method; Collisions Session 8	08 - Normal Modes; Midpoint Method; Collisions Session 8 2013-02-14 08:59:05+00 elementary algebra length hearing calculate dynamics oscillation topology nice motion method differential calculus earthquake engineering coordinate systems control theory classical mechanics coast lines systems theory acoustics masses philosophical terminology thing symbols system differential functions and mappings equations chemistry numerical differential equations energy mechanical vibrations elementary mathematics statistical terminology songs written by tony banks (musician) linear algebra educational psychology polynomials motion spring abstract algebra mathematical analysis mass windows software analytic geometry caption complete algebra hand side coefficient restitution concepts in physics equation solution spring 2013 trigonometry mechanics continuum mechanics systems science kinematics computer real numbers differential equations communication sound graphics hardware companies matter numerical analysis ordinary differential equations z.. linear operators in calculus velocity question aesthetics videonote latin alphabet initial conditions cybernetics number elementary geometry astrometry geometric centers electrical engineering position collision data analysis software management notation From mjp337@cornell.edu on June 26th, 2018 23 plays
47:39 03 - 1D mechanics; Harmonic oscillator; Matlab… 03 - 1D mechanics; Harmonic oscillator; Matlab ODE integration Session 3	03 - 1D mechanics; Harmonic oscillator; Matlab ODE integration Session 3 2013-01-29 15:56:37+00 polynomials astrometry school terminology position plotting software natural philosophy initialize mass number universe youth caption complete fluid mechanics question time in astronomy thing latin alphabet calculation mathematical tools constant engineering materials science arithmetic concepts in physics education velocity geometry linear operators in calculus oscillation kinematics glass acceleration mechanical vibrations elementary mathematics elementary algebra algebra educational psychology force numerical analysis approximation mathematical analysis group theory equal evaluation equation exponentials toys management t.. data analysis software audio engineering spring 2013 problem sociolinguistics videonote conservation laws road transport calculate imperial units clocks ball games start differential calculus times equations sound variable materials accelerate educational stages motorsport crystal ball complex analysis classical mechanics function statistical terminology motion trigonometry mechanical engineering elementary special functions computer windows software mechanics From mjp337@cornell.edu on June 26th, 2018 39 plays
48:00 04 - Matlab ODE & Harmonic Oscillator… 04 - Matlab ODE & Harmonic Oscillator cont'd Session 4	04 - Matlab ODE & Harmonic Oscillator cont'd Session 4 2013-01-31 13:31:50+00 calculate energy oscillation printing d.b. classical mechanics natural philosophy elementary special functions information thermodynamics differential toys ring theory dynamics integral calculus arithmetic linear algebra color psychology creativity hand side circles problem pedagogy x.. systems science kinematics sound oscillator velocity videonote scientific method ordinary differential equations function topology equation algebra earthquake engineering intelligence formal sciences scripting languages developmental psychology signal processing elementary mathematics songs written by tony banks (musician) initial condition equal thing learning electrical engineering trigonometry ontology futurology communication war numerical analysis rotation force memory documents conservation laws differential calculus audio engineering calculation acoustics numerical differential equations conservation acceleration electronics terminology computational complexity theory motion mathematical analysis mass cognitive science concepts in physics neuroscience spring 2013 position linear operators in calculus direction latin alphabet materials science mechanical engineering solution elementary algebra harmonic cognitive psychology forms of energy mechanics image processing time series analysis exponentials philosophical terminology caption complete information science symbols educational psychology question data analysis software script file From mjp337@cornell.edu on June 26th, 2018 29 plays
47:53 06 - Multiple DoF in 1D Session 6 06 - Multiple DoF in 1D Session 6	06 - Multiple DoF in 1D Session 6 2013-02-07 08:58:48+00 trigonometry geometry constant equation position social concepts concepts in physics caption complete philosophy of psychology minus dynamics mathematical analysis diagram computer education cognitive psychology dynamical systems consensus reality functions and mappings problem teaching motion mechanics elementary mathematics differential calculus systems theory free body write thing song recordings produced by rick rubin equations draw free elementary algebra problem solving question user interface builders papermaking ordinary differential equations differential binary operations building materials matter color mechanical vibrations school terminology statistical terminology equations of physics tension fluid mechanics classical mechanics kinematics data analysis software oscillation celestial coordinate system substitution navigation materials dot statics exponentials machines infographics spring arithmetic sociological terminology velocity acoustics solution engineering physical chemistry differential equations linear algebra synthpop musicians hardware (mechanical) calculation mechanical engineering body diagram computational complexity theory electrical engineering videonote spring 2013 elementary special functions song recordings produced by hugh padgham audio engineering engine technology vehicle technology decision theory system equal mass plumbing structural system solid mechanics length sound fluid dynamics reasoning sorting algorithms scripting languages writing media algebra force chemical processes continuum mechanics technical factors of astrology physical objects diagrams linear operators in calculus philosophical terminology control theory scattering banking earth From mjp337@cornell.edu on June 26th, 2018 14 plays
47:44 02 - 1D mechanics; Balls cones & friction… 02 - 1D mechanics; Balls cones & friction Session 2	02 - 1D mechanics; Balls cones & friction Session 2 2013-01-24 08:57:50+00 ball games academic administration solution theorem proving software systems topology team sports polynomials drag coefficient coefficient thing statistical terminology physical chemistry differential equations plotting software question cue sports equipment force formal methods tools dimensionless numbers of fluid mechanics motion linear operators in calculus squared analytic geometry area elementary algebra gravitation fluid mechanics theory of probability distributions diagrams elementary geometry mechanical engineering equal differential equation differential engineering aerodynamics mathematical notation fluid dynamics times chemical engineering linear algebra volume kinematics t.. olympic sports spring 2013 equation emotions g.. phases of matter homogeneous elementary mathematics caption complete classical mechanics exponential philosophical terminology earth exponentials chemical processes mass dynamics latin alphabet m.g. minus futurology quadratic elementary special functions times acceleration mechanics food ingredients geometry data types concepts in physics velocity design of experiments functions and mappings videonote constant mathematical analysis length differential calculus evaluation methods balls differentiate dot acceleration continuum mechanics energy algebra numbers From mjp337@cornell.edu on June 26th, 2018 25 plays
45:06 11 - Collisions; Particles in Space Session 11 11 - Collisions; Particles in Space Session 11	11 - Collisions; Particles in Space Session 11 2013-02-26 08:58:41+00 classical mechanics conservation symbols ontology concepts in physics b.c. stars videonote spheres semantics geometry collision f.b.c. geography terminology educational psychology functions and mappings architectural elements differential geometry sociological terminology game equipment circles elementary geometry algebra motion toys scientific method numbers learning syntactic entities question mathematical notation differential calculus direction equal topology systems science information science mechanical engineering dot explosions particle logic distance education pedagogy binary operations particle physics velocity minus calendar eras communication cognitive science equation d.. kinematics computer companies elementary mathematics spring 2013 futurology intelligence mechanics philosophical terminology analytic geometry internet protocols problem spring force impulse restitution d.t. momentum earth continuum mechanics vector latin alphabet psychology caption complete linear algebra egyptian artefact types thing mass component geography mathematical analysis b.. c.. school terminology vectors length elementary algebra From mjp337@cornell.edu on June 26th, 2018 17 plays