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54:23 SIAM_IP10_1:30pm_08/04/2017 SIAM_IP10_1:30pm_08/04/2017	SIAM_IP10_1:30pm_08/04/2017 IP10 Structured Polynomial Systems in Cryptography formal sciences concepts in physics computation theories of history reasoning human behavior criminal law technique systems theory open problems elementary algebra semantics cryptography set theory solution mental structures security ring theory philosophical terminology binary operations criminology instance psychology research decomposition microeconomics degree environmental science marketing statistical terminology latin alphabet topology logic emotion probability point communication cryptosystem number elementary special functions solve crime decision theory support question system quantum mechanics information science sociological terminology construction competition coefficients commerce compute linear algebra supply chain management terms problem theoretical computer science law enforcement cognitive science psychoanalysis physical objects design of experiments information application retailing mathematical notation social psychology scientific method arithmetic description algebra algebraic geometry philosophy polynomials computational complexity theory creativity variable morality information theory consumer behaviour business terms complexity mass f.. evaluation methods From Anton Leykin on August 4th, 2017 11 plays 0 name Jean-Charles Faugère, Inria Paris-Rocquencourt, France Date August 4th, 2017
53:10 SIAM_IP8_1:30pm_08/03/2017 SIAM_IP8_1:30pm_08/03/2017	SIAM_IP8_1:30pm_08/03/2017 IP8 Open Problems in Finite Frame Theory logarithms formal sciences concepts in physics ring theory earth wikipedia school and university projects geography group graph point elementary algebra correspondence signal processing computing terminology telecommunication theory fingerprint matrices grammar information age set theory theorem proving software systems solution elementary geometry vector multiplicity cybernetics gram matrix force philosophical terminology binary operations e.t.f.. basic concepts in set theory e.t.s. surfaces matrix abelian group theory interrogative words and phrases regular graphs evaluation collaboration statistical terminology ontology equations topology geometry theorems neighbor logic probability theory statements symmetry scales communication philosophical logic bound graphic design films about extraterrestrial life mathematical logic polygons projective geometry area combinatorics quantum mechanics information science order theory data management group theory complex numbers logical consequence projective translation classical mechanics condensed matter physics linear algebra euclidean geometry software that uses qt problem theoretical computer science aesthetics regression analysis generalization engineering regular graph technology physics software angle elementary special functions investment d.f.t. mathematical notation scientific method arithmetic heisenberg product abstraction algebra algebraic geometry polynomials mathematical analysis functional analysis mathematical optimization algebraic number theory philosophical concepts information theory e.t.f. computer programming representation dimension From Anton Leykin on August 3rd, 2017 56 plays 0 name Dustin Mixon, Air Force Institute of Technology, USA Date August 3rd, 2017
53:49 SIAM_IP6_1:30pm_08/02/2017 SIAM_IP6_1:30pm_08/02/2017	SIAM_IP6_1:30pm_08/02/2017 IP6 Curves with Complex Multiplication and Applications to Cryptography logarithms formal sciences prime numbers c.m.s. concepts in physics c.m.y.k. ring theory group metallurgy g.n.p. field theory cryptography quantum information science mathematics education prime determinants set theory banking upper bound mathematical logic sociology of culture philosophical terminology binary operations approximation abelian varieties number theoretic algorithms theory of probability distributions category theory algebra emotions evaluation algebraic surfaces data analysis marketing g.c.d. functions and mappings concepts in aesthetics latin alphabet ontology morphisms building materials quantum cryptography general topology mathematical objects finite fields probability theory mathematical constants emotion point color communication philosophical logic number graphic design elementary special functions polynomial prime order abstract algebra papermaking upper limb anatomy nice thing order theory topology group theory logical consequence logarithm linear algebra sickly group number theory printing amorphous armoring problem theoretical computer science model theory metaphysics complex analysis field mathematical notation arithmetic algebraic curves c.m. infinity philosophy of mathematics algebraic geometry denominator polynomials mathematical analysis scientific classification computational complexity theory p.. algebraic number theory information theory curve elliptic curves business terms algorithms exponentials elementary mathematics c.m complex approximations From Anton Leykin on August 2nd, 2017 14 plays 0 name Bianca Viray, University of Washington, USA Date August 2nd, 2017
48:10 ECE 6335 04-21-2017 ECE 6335 04-21-2017	ECE 6335 04-21-2017 i.q. walking constant. force oscillation point countries in africa communication philosophical terminology concepts in physics psychometrics instability symbols cognitive science cybernetics voltage measurement constant scattering ok. machine disturbance telecommunications engineering psychology generator types of functions measurements question system systems theory control theory neuroscience information science kinematics engine technology data types intelligence elementary algebra electronics change audio engineering function electronics terminology oscillation. d.. algebra computer networking auto parts republics systems science v.b. vehicle technology delta latin alphabet q.. ontology classical mechanics delta. electromagnetism k.. t.. engines information theory geometry electronic circuits equation input/output infinity computer networks electric power distribution acoustics elementary special functions electrical components internal combustion engine trigonometry frequency mechanical vibrations From Kirsten Potts on April 21st, 2017 42 plays 0
50:08 ECE 6335 04-17-2017 ECE 6335 04-17-2017	ECE 6335 04-17-2017 Professor Harley mechanics equation. numerical analysis force prime numbers electronics terminology communication philosophical terminology concepts in physics psychometrics elementary mathematics elementary special functions voltage infinity v.t. equations. cables telecommunications ok. differential calculus machine that. disturbance calculate generator analog circuits gyroscopes systems science systems theory control theory information science elementary algebra systems intelligence right. transformation equilibrium i.q. machine. signal processing relationship internal combustion engine mathematical analysis change conditions. vehicle technology delta functions and mappings equations potential condition electromagnetism dynamical systems electronic circuits equation electrical engineering p.s. acoustics small cybernetics electronics electrical components electric power trigonometry oscillation From Kirsten Potts on April 17th, 2017 144 plays 0
44:52 ECE 6335 04-07-2017 ECE 6335 04-07-2017	ECE 6335 04-07-2017 Professor Harley group theory dynamical systems concepts in physics resistance psychometrics d.q. p.l.m. elementary special functions voltage electrical phenomena ok. current that. equations. l.d. thermodynamics question id. field change dk. audio engineering i.q. d.c. relationship algebra marketing transformers (electrical) transformer audio effects q.. mathematical analysis condition electromagnetism sound geometry equation solution assumptions arithmetic circuit t.. optics trigonometry From Kirsten Potts on April 7th, 2017 54 plays 0
52:19 ECE 6335 01-18-2017 ECE 6335 01-18-2017	ECE 6335 01-18-2017 Professor Harley force point philosophical logic philosophical terminology concepts in physics number capacitors sed meaning (philosophy of language) problem solving latin alphabet cables reasoning machines ok. current rated calculate generator o.c.c. electricity linux software machine reactive potential kinematics infographics electronics elementary special functions r.p.m. vowel letters saturated. electronics terminology power algebra synchronous f.. trees scripting languages documents pumps p.. energy storage rotation difference classical mechanics semantics electromagnetism organic chemistry short v.a. machine. geometry si derived units si base units electromagnetic components equal provide o.c. arithmetic circuit standard unix programs electrical engineering electric power electric motors From Kirsten Potts on January 18th, 2017 28 plays 0
01:00:59 Approximate Gaussian Elimination for Laplacians:… Approximate Gaussian Elimination for Laplacians: Fast, Sparse, and Simple - Rasmus Kyng	Approximate Gaussian Elimination for Laplacians: Fast, Sparse, and Simple - Rasmus Kyng We show how to perform sparse approximate Gaussian elimination for Laplacian matrices. We present a simple, nearly linear time algorithm that approximates a Laplacian by a matrix with a sparse… positive semi numerical analysis d.. administrative divisions formal methods theoretical computer science random edges incident major cities currency l.. mathematical logic factorization measurement multivariate statistics free educational software fall 2016 arc colloquium theory of probability distributions elimination. matrix abstract algebra p.s.t. statistical theory sparse matrices systems theory georgia tech iso basic latin letters elementary algebra b.. computer programming ok. arithmetic vowel letters greek alphabet a.b algebra statistical terminology transpose expectation numerical linear algebra edges recorded by gtlibrary data analysis p.. elimination variance matrices probability theory approximation randomness legal terms good bound algorithm electronic circuits value times elementary mathematics algorithms error linear algebra elementary special functions algorithms and randomness center x.. statistical deviation and dispersion From Katie Gentilello on December 6th, 2016 89 plays 0 name Rasmus Kyng Date November 28th, 2016
01:06:05 Honeycomb Schroedinger Operators in the Strong… Honeycomb Schroedinger Operators in the Strong Binding Regime - Michael Weinstein	Honeycomb Schroedinger Operators in the Strong Binding Regime - Michael Weinstein https://mediaspace.gatech.edu/media/Federico+Bonetto+-+Weinstein/1_hi2dwn2i p.t. formal sciences symmetry point paper art philosophical logic edi concepts in physics nuclear physics surface graphic design elementary special functions direct point mathematical terminology crystallography image processing particle physics fall 2016 low lying environmental soil science iso basic latin letters perturbation types of functions electromagnetic gender studies quantum mechanics dispersion technical communication tools potential georgia tech b.. mathematical analysis probability theory ok. theory of probability distributions analytic geometry honeycomb function k.. direction abstraction electronic band structures eigenvalue fault condition logic school of mathematics topology direct logical consequence computational complexity theory syntax (logic) p.k. intersection network topology structure equations of physics college of sciences qmath13 conference grammar industry theorems general topology occupational safety and health broadcasting composite materials audio engineering crafts exponentials mathematical disambiguation lambda From Katie Gentilello on December 2nd, 2016 6 plays 0 name Michael Weinstein Date October 9th, 2016
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53:22 ISYE_6739_lecture_24 ISYE_6739_lecture_24	ISYE_6739_lecture_24 goldsman probability point process communication greek alphabet concepts in physics sample square elementary special functions normal distribution measurement british classic race winners chi square latin alphabet decision theory evaluation methods design of experiments information management sample size data squared sided test arithmetic elementary algebra observations exponential family distributions reject variance scientific method hypothesis testing data management vowel letters statistical terminology algebra great equal mathematical notation estimation theory polynomials mathematical analysis logical consequence hypothesis statistical tests alpha mathematical disambiguation null hypothesis probability theory pretty small remember educational psychology geometry equal times thing n.p. error statistical inference distribution sigma minus statistical deviation and dispersion From ADMIN on April 15th, 2016 493 plays 0
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