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01:05:17 L13 L13	L13 Zoom Recording ID: 2690923470 UUID: Jv1gV8QvTN2zkfUyJKMmhA== Meeting Time: 2021-03-25T19:49:20Z point function bifurcation dot thing kind points guys velocity times behavior position equation respect slope things derivative phase spring parameter From Ilya Amburg on March 25th, 2021 1 plays
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
54:48 ORIE Colloquium, 3/18/2020 - Ashia Wilson ORIE Colloquium, 3/18/2020 - Ashia Wilson	ORIE Colloquium, 3/18/2020 - Ashia Wilson “Variational Perspectives on Machine Learning: Algorithms, Inference, and Fairness”Machine learning plays a key role in shaping the decisions made by a growing number of institutions.… numerical analysis force incredibly hard machine learning model convergence rate continuous time forms of energy cybernetics 2nd order learning measurement ejc85 systems theory objective function caption complete differential calculus predictive model properly formulate statistics university of colorado at boulder dynamical system approximate proselytisation length fiction approximate cross elevation large consensus systems 2nd order approximation ventilating approximate proselytes scientific method faster rate cross elevation procedure theatre statistical classification optimization algorithms and methods collaboration learning algorithms approximate cross-pollination african-american music good sense nice result dynamic systems statistical theory functional analysis cell phone narratology model selection commerce approximate proselytisation procedure physical geography futurology chemical processes heating application areas machine learning data set gradient descent and air conditioning error functional derivative excel aeration statistical models model selected statistical error statistical deviation and dispersion From E. Cornelius on March 17th, 2020 137 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 100 plays
39:09 Elastic properties of materials - Lecture 3.2 Elastic properties of materials - Lecture 3.2	Elastic properties of materials - Lecture 3.2 2016 PARADIM SUMMER SCHOOL Feliciano Giustino - Lecture 3.2 mechanics total potential energy force top layer experiments typically energy concepts in physics greek letters forms of energy stable phase elastic constant $36.00 elements musical quintets long time electron density people continuum mechanics quantum mechanics calculation kinetic energy japanese-language singers geography strain tensor vowel letters external force equilibrium configuration caption complete good news f.t. geography terminology electron basically 2nd derivative structure country subdivisions stress 2nd relation potential energy constant times thing phases of matter original musicals young model From James Overhiser on February 14th, 2019 55 plays
53:08 Equilibrium structures of materials- Lecture 3.1 Equilibrium structures of materials- Lecture 3.1	Equilibrium structures of materials- Lecture 3.1 2016 PARADIM SUMMER SCHOOL Feliciano Giustino - Lecture 3.1 crystal structure unit cell communication flow chart concepts in physics dynamo structure find equilibrium forms of energy potential energy force dynamics things called position time caption complete nuclear coordinates crystallography quantum chemistry natural philosophy lowest energy chemical properties undergrad courses atomic physics large separation proton charge d.f.t. scientific terminology systems build structures 2nd derivative energy total energy molecules algebra total engine energy (physics) f.t. optimization problem 1st time interesting bit 1000 items kinetic energy systems theory functions and mappings equations classical mechanics structure physical quantities chemistry semantics energy development low motion legal terms printing spin configuration quantum mechanics digital libraries quantum momentum wave function potential energy surface From James Overhiser on February 14th, 2019 49 plays
57:07 DFT: Plane Waves and Pseudopotentials (Lecture… DFT: Plane Waves and Pseudopotentials (Lecture 2.2)	DFT: Plane Waves and Pseudopotentials (Lecture 2.2) 2018 PARADIM SUMMER SCHOOL DFT: Plane Waves and Pseudopotentials (Lecture 2.2) differential equations real space electronics terminology calculation energy philosophical terminology concepts in physics exact solution chemical elements forms of energy cybernetics net charge force quantum mechanics decision theory caption complete water molecule differential equation quantum chemistry systems science plane wave semiconductor materials systems mathematical notation physical sciences functional theory total energy biology and pharmacology of chemical elements function computer time pseudo potential algebra boundary conditions amorphous system partial differential equations electron construction basically kinetic energy systems theory 2nd derivative functions and mappings structure sound physical quantities typical question function equal code yesterday thought dietary minerals primitive vectors condition mass linear operators in calculus wave function virtue From James Overhiser on February 14th, 2019 135 plays
57:07 DFT: Plane Waves and Pseudopotentials (Lecture… DFT: Plane Waves and Pseudopotentials (Lecture 2.2)	DFT: Plane Waves and Pseudopotentials (Lecture 2.2) 2018 PARADIM SUMMER SCHOOL Lecture 2.2 - Planewaves and Pseudopotentials differential equations real space energy concepts in physics commerce exact solution chemical elements forms of energy net charge force quantum mechanics hydrogen decision theory caption complete water molecule differential equation quantum chemistry plane wave reducing agents 2nd derivative mathematical notation physical sciences bundle conditions functional theory total energy function full system computer time pseudo potential algebra structure boundary conditions amorphous system partial differential equations construction basically kinetic energy systems theory functions and mappings semantics physical quantities typical question function equal code yesterday thought primitive vectors condition mass linear operators in calculus wave function From James Overhiser on February 14th, 2019 142 plays
43:38 DFT: Elastic Properties (Lecture 3.2) DFT: Elastic Properties (Lecture 3.2)	DFT: Elastic Properties (Lecture 3.2) 2018 PARADIM SUMMER SCHOOL Lecture 3.2 Elastic properties mechanics total potential energy state functions force engineering strain calculation philosophical logic philosophical terminology concepts in physics number forms of energy g.p.s. main problem mathematical terminology elastic constant caption complete fluid dynamics political philosophy continuum mechanics systems theory high pressure thermodynamics periscope structure variable pressure 2nd derivative g.p.a. atomic positions energy total energy strain tensor materials science external force good news basically stress independent constant functions and mappings logical consequence basically classical mechanics 1st derivative interpersonal relationships thing stress tensor materials young model From James Overhiser on February 14th, 2019 77 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 168 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
44:41 37 - Deflection in beams Session 37 37 - Deflection in beams Session 37	37 - Deflection in beams Session 37 2010-11-22 12:16:51+00 sheer force concepts in physics free body prime prime structural analysis greek alphabet anatomy continuum mechanics singularity elementary mathematics solid mechanics animal physiology classical mechanics p.b. mathematical analysis integration derivative rho calculus narrow thing statics elementary geometry circles force lever arm deflection equations thing length structure geometric shapes elementary special functions wrong proportionality integer sequences mathematical disambiguation geography terminology fall 2010 analytic geometry integrate structural system function differential equations caption complete bending alphabets arithmetic latin alphabet multivariable calculus differential calculus linear operators in calculus minus stress bending moment algebra geometry types of functions architectural elements constant functions and mappings mechanics diagrams mathematical notation integral calculus distribution curvature (mathematics) vax differential geometry elementary algebra question videonote answer equal structural engineering From mjp337@cornell.edu on June 26th, 2018 18 plays
41:36 20 - An example from vector spaces and… 20 - An example from vector spaces and orthogonality Session 20	20 - An example from vector spaces and orthogonality Session 20 2009-03-04 11:02:46+00 times integer sequences functions and mappings x.. differential videonote topology semantics lexicography concepts in physics triangles derivative solution thing group theory linear algebra w.. magnitude surfaces linear transformation spring 2009 philosophy disambiguation gate bridge grammar number elementary algebra geometry function differentiation coordinate randomness logical consequence multiplication logic mathematical analysis trigonometry meaning (philosophy of language) design of experiments matrix circles b.. elementary mathematics differential calculus acoustics elementary special functions geometric shapes mechanical vibrations one polynomials philosophical logic abstract algebra differential equations algebra calculation binary operations arithmetic songs written by tony banks (musician) caption complete transformation computer science vector functional analysis communication earthquake engineering coordinate systems numbers mathematical notation classical mechanics dimensions equation latin alphabet fourier analysis representation scripting languages product military ranks numerical linear algebra demonstration analytic geometry matrices data analysis software elementary geometry From mjp337@cornell.edu on June 26th, 2018 11 plays
59:24 ORIE Colloquium, 2014-11-18 - Patrick Cheridito:… ORIE Colloquium, 2014-11-18 - Patrick Cheridito: Equilibrium Pricing under Translation Invariant Preferences	ORIE Colloquium, 2014-11-18 - Patrick Cheridito: Equilibrium Pricing under Translation Invariant Preferences Abstract: A general discrete-time framework for deriving equilibrium prices of financial assets is proposed. It allows for heterogenous agents, unspanned random endowments and convex trading… political science terms theory of probability distributions metals welfare economics differential calculus time capital mediasite statistical mechanics sociological theories differential prospect theory model probability social psychology representative decision theory logic sociology of culture morality functions and mappings writing classical mechanics statistical randomness mathematical objects industry cognitive science printing representation data collection political culture characterization preference fall 2014 estimation theory colloidal chemistry statistical theory insurance public economics function finance business law social concepts project management condition introduce community banking product eng political science functional analysis data analysis random payoff interpersonal relationships fourier analysis million dollars actuarial science time series analysis measurement emotion psychological attitude statistical terminology signal processing market structure and pricing planning creativity business linguistics basic financial concepts derivative family law individualism accountancy applied mathematics free rate autonomy political ideologies measure on premise wealth binary operations generally accepted accounting principles hippie movement means caption complete supply chain management terms sociology index algebra action country subdivisions social institutions market convex analysis legal entities error renting military tactics commerce production and manufacturing communication administrative divisions randomness linear operators in calculus consumer theory social theories semantics pricing demography papermaking theories elections mathematical finance probability theory mathematical analysis elementary algebra interest investment marketing marginal concepts scientific method political philosophy ontology financial risk financial markets translation political economy economic theories macroeconomics institutes information retrieval economics of uncertainty expectation point problem derivatives (finance) commercial item transport and distribution social sciences stochastic processes types of organization price risk security statistical models utility financial institutions cryptography propositional attitudes microeconomics random philosophical movements variants of random walks force financial economics occupational safety and health proof theory operations research democracy family concepts in physics financial services constitutional law constraint From E. Cornelius on May 4th, 2018 33 plays
01:03:37 CAM Colloquium, 2013-11-22 - Gilbert Strang:… CAM Colloquium, 2013-11-22 - Gilbert Strang: Tridiagonal Matrices in Four Applications	CAM Colloquium, 2013-11-22 - Gilbert Strang: Tridiagonal Matrices in Four Applications Tridiagonal matrices appear almost everywhere (like 2nd order differential operators).This talk grew out of four very different applications: 1. (positive definite) Completion to maximum… boundary underactive matrix algebraic graph theory eigenfunction linear algebra covariance numerical differential equations cam technical communication tools eigenvector systems combinatorics matrix theory expression difference communicability physical quantities cornell statistical mechanics t.s.a.. gilbert strang linear operators in calculus mathematical optimization network theory mathematician matrices number television series by universal television covariance and correlation iso basic latin letters mathematical relations networks mathematical analysis determinant application aesthetics stochastic processes derivative colloquium graph theory eigenvalue c.. problem data analysis communication control theory equation abstract algebra bioinformatics question factorial and binomial topics caption complete exponentials diagonal philosophy disambiguation graph q.. From E. Cornelius on June 29th, 2017 109 plays
53:42 CAM Colloquium - 2015-9-25: Mark M. Meerschaert -… CAM Colloquium - 2015-9-25: Mark M. Meerschaert - Reflected Stable Levi Motions and their Governing Equations	CAM Colloquium - 2015-9-25: Mark M. Meerschaert - Reflected Stable Levi Motions and their Governing Equations colloidal chemistry data physical sciences linear operators in calculus elementary mathematics algebra differential calculus libertarian theory biology terminology calculus stoichiometry real numbers forestry statistics water statistical terminology research numbers probability topology smooth transition fluid dynamics problem beverages statistical models lambda calculus oxygen compounds probability theory applied mathematics data types economic anthropology statistical deviation and dispersion solvents metallurgy fluvial landforms mass memory evolution property ring theory question law marketing random walk means diffusion ordinary differential equations civil procedure statistical mechanics minus alpha plant taxonomy psychology evaluation methods randomness solutions mathematical analysis particle physics plant morphology formal sciences youth physical chemistry school terminology business song recordings produced by kanye west power laws elementary algebra hydraulics measurement atomic physics logarithms payment systems partial differential equations information theory density design of experiments equation sedimentology statistical theory vector calculus brownian motion systems theory scientific classification hydrides analytical chemistry factorial and binomial topics bodies of water functions and mappings exponentials scientific method plants concepts in physics water streams minus scales bell shaped thing scientific modeling jump jump boundary differential equations finance classical mechanics stochastic processes binary operations distribution image processing data analysis long time telecommunication theory real data theory of probability distributions syntactic entities education minus case fractional elementary special functions statistical randomness negative jumps decision theory derivative social concepts continuum mechanics industrial processes divorce particle chemical processes fractals information statistical charts and diagrams condition real analysis probability and statistics quality engineering finite differences process caption complete variants of random walks transport neuroscience research methods arithmetic numerical differential equations From E. Cornelius on June 28th, 2017 13 plays