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NNCI_REU_Convocation_Session_B_8:40am_8/07/2017 duration 1 hour 0 minutes NNCI_REU_Convocation_Session_B_8:40am_8/07/2017 NNCI_REU_Convocation_Session_B_8:40am_8/07/2017	NNCI_REU_Convocation_Session_B_8:40am_8/07/2017 Session B: Global Learning Center Room 323 mechanics electronic engineering databases ultraviolet radiation dielectrics u.v. senescence mineralogy oxide species thin film deposition concepts in physics electron beam mechanical engineering germanium semiconductor materials chemical elements industrial processes electric and magnetic fields in matter mathematical modeling mathematical terminology high electron chemical kinetics research methods u.v mechanical properties heat transfer crystallography temperature quantum electrodynamics c.n.n. electronics terminology chemical properties feature p.p.c. reducing agents biology and pharmacology of chemical elements ventilating core structure electronics p.v.c. pyrotechnic fuels syndromes integrated circuits metadata materials science c.m. ram reaction quality factor physical cosmology oxides connectivity electronics manufacturing computer graphics chemical engineering ratios image quality metalloids manufacturing structure physical quantities force microscopy condensed matter physics oxygen semiconductor device fabrication polymers applied mathematics industry charge carriers heating silicon dietary minerals heat conduction and air conditioning p.m.s. light electrical engineering lithography (microfabrication) property optics s.c.m. From Leslie O'Neill 72 plays 0 name Moderator: David Dikensheets, Montana State University Date August 7th, 2017
SIAM_IP6_1:30pm_08/02/2017 duration 53 minutes 49 seconds 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 17 plays 0 name Bianca Viray, University of Washington, USA Date August 2nd, 2017
ECE 6335 03-06-2017 duration 25 minutes 32 seconds ECE 6335 03-06-2017 ECE 6335 03-06-2017	ECE 6335 03-06-2017 Professor Harley equation. b.m.i. point communication magnetic concepts in physics m.m.f. cross-sectional l.m. equations. machines physical objects that. question equation forestry information science b.m. ok. c.m. machine. algebra example. magnet. magnetism operating metals upper limb anatomy electromagnetism building materials distance remember straight maximum times magnet length here. electrical components si derived units From Desmond J Gardfrey 45 plays 0