Index of /video/if2014/org

[ICO]NameSizeDescription
[PARENTDIR]Parent Directory -  
[VID]01_Voronov.mkv187MVoronov - Theoretical physics at BLTP 0h 16m
[VID]01_Voronov_screen.mkv 32MVoronov - Theoretical physics at BLTP 0h 16m
[VID]02_Ramakrishnan.mkv393MRamakrishnan - A Ginzburg-Landau like theory for high temperature superconductivity in the cuprates 0h 35m
[VID]02_Ramakrishnan_screen.mkv 67MRamakrishnan - A Ginzburg-Landau like theory for high temperature superconductivity in the cuprates 0h 35m
[VID]03_Mukhopadhyay.mkv343MMukhopadhyay - Condensed matter physics research in Department of Atomic Energy 0h 30m
[VID]03_Mukhopadhyay_screen.mkv 61MMukhopadhyay - Condensed matter physics research in Department of Atomic Energy 0h 30m
[VID]04_Priezzhev.mkv288MPriezzhev - Deepak Dhar and statistical mechanics in BLTP 0h 25m
[VID]04_Priezzhev_screen.mkv 51MPriezzhev - Deepak Dhar and statistical mechanics in BLTP 0h 25m
[VID]05_Jolos.mkv322MJolos - Structure of nuclei with Z~100 0h 28m
[VID]05_Jolos_screen.mkv 55MJolos - Structure of nuclei with Z~100 0h 28m
[VID]09_Melezhik.mkv383MMelezhik - Ultracold few-body systems in optical traps 0h 34m
[VID]10_Fedoruk.mkv395MFedoruk - New models of supersymmetric quantum mechanics and supersymmetric field theories 0h 35m
[VID]10_Fedoruk_screen.mkv 67MFedoruk - New models of supersymmetric quantum mechanics and supersymmetric field theories 0h 35m
[VID]11_Gangopadhyay.mkv379MGangopadhyay - Hawking temperature in the context of dark energy 0h 33m
[VID]11_Gangopadhyay_screen.mkv 64MGangopadhyay - Hawking temperature in the context of dark energy 0h 33m
[VID]12_Fursaev.mkv401MFursaev - Towards derivation of holographic entanglement entropy 0h 35m
[VID]12_Fursaev_screen.mkv 66MFursaev - Towards derivation of holographic entanglement entropy 0h 35m
[VID]13_Saha.mkv259MSaha - Spinor field in cosmology: problems and possibilities 0h 23m
[VID]13_Saha_screen.mkv 46MSaha - Spinor field in cosmology: problems and possibilities 0h 23m
[VID]14_Baushev.mkv386MBaushev - Dark matter as an astrophysical object: how to fit observational data? 0h 34m
[VID]14_Baushev_screen.mkv 68MBaushev - Dark matter as an astrophysical object: how to fit observational data? 0h 34m
[VID]15_Khvedelidze.mkv435MKhvedelidze - Towards an algebraic description of the mixed quantum states 0h 38m
[VID]15_Khvedelidze_screen.mkv 76MKhvedelidze - Towards an algebraic description of the mixed quantum states 0h 38m
[VID]16_Mukhopadhyay.mkv455MMukhopadhyay - Non-linear sigma model, loop space and tubular geometry 0h 40m
[VID]16_Mukhopadhyay_screen.mkv 76MMukhopadhyay - Non-linear sigma model, loop space and tubular geometry 0h 40m
[VID]17_Ray.mkv434MRay - Partition function of Beta-Gamma system on some orbifolds 0h 38m
[VID]17_Ray_screen.mkv 74MRay - Partition function of Beta-Gamma system on some orbifolds 0h 38m
[VID]18_Tyurin.mkv290MTyurin - Exotic Lagrangian tori in toric symplectic manifolds 0h 25m
[VID]18_Tyurin_screen.mkv 49MTyurin - Exotic Lagrangian tori in toric symplectic manifolds 0h 25m
[VID]19_Pirozhenko.mkv366MPirozhenko - Mathematical aspects of quantum vacuum studies 0h 32m
[VID]19_Pirozhenko_screen.mkv 63MPirozhenko - Mathematical aspects of quantum vacuum studies 0h 32m
[VID]20_Silenko.mkv382MSilenko - General properties of a Dirac particle in Riemannian spacetimes 0h 34m
[VID]20_Silenko_screen.mkv 67MSilenko - General properties of a Dirac particle in Riemannian spacetimes 0h 34m
[VID]21_Shnir.mkv296MShnir - Isospinning knots and planar Skyrmions 0h 26m
[VID]21_Shnir_screen.mkv 52MShnir - Isospinning knots and planar Skyrmions 0h 26m
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