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D. Galakhov - On Supersymmetric Interface Defects, Brane Parallel Transport & Higgs-Coulomb Duality

D. Galakhov - On Supersymmetric Interface Defects, Brane Parallel Transport & Higgs-Coulomb Duality

Dmitrii Galakhov - Quiver BPS Algebras

Dmitrii Galakhov - Quiver BPS Algebras

Nikolay Galakhov (b.1928), painter from Saint-Petersburg

Nikolay Galakhov (b.1928), painter from Saint-Petersburg

Visualizing the Strong Force From Strings And Branes.

Visualizing the Strong Force From Strings And Branes.

Nikolai Galakhov (1928-2022) -Russian artist & one of the Members of Leningrad School of Painting

Nikolai Galakhov (1928-2022) -Russian artist & one of the Members of Leningrad School of Painting

Alexander Soibelman - Quantizations of Complex Lagrangian Fibrations, Normal Forms, and Spectra

Alexander Soibelman - Quantizations of Complex Lagrangian Fibrations, Normal Forms, and Spectra

Tony Pantev - Enhanced moduli of D-branes and superpotentials

Tony Pantev - Enhanced moduli of D-branes and superpotentials

Lectures on D-branes and stringy instantons II - Massimo Bianchi

Lectures on D-branes and stringy instantons II - Massimo Bianchi

D-branes and Supersymmetry I - Amihay Hanany

D-branes and Supersymmetry I - Amihay Hanany

(2013-2014)11 - D branes as sources of closed strings

(2013-2014)11 - D branes as sources of closed strings

Schostakovich 7 symphony , bassoon solo , Evgenii Galakhov

Schostakovich 7 symphony , bassoon solo , Evgenii Galakhov

#GalakhovMemorial Round 5

#GalakhovMemorial Round 5

Geometric applications of p-adic integration. Part 2/2 by Dimitri Wyss (EPFL)

Geometric applications of p-adic integration. Part 2/2 by Dimitri Wyss (EPFL)

Juven Wang (Harvard CMSA) Ultra Unification @UCSD 4/06/2021

Juven Wang (Harvard CMSA) Ultra Unification @UCSD 4/06/2021

Black Range School of Art

Black Range School of Art

Hyperkähler geometry of moduli of parabolic Higgs bundles in genus 0, by Claudio Meneses

Hyperkähler geometry of moduli of parabolic Higgs bundles in genus 0, by Claudio Meneses

The 3d A-model: generalized Seiberg-Witten equations, vortices and monopoles, J. Hilburn, Part 3/3

The 3d A-model: generalized Seiberg-Witten equations, vortices and monopoles, J. Hilburn, Part 3/3

Kazanring Canyon SMP. Lada Vesta touring. 1.27.621. Assetto Corsa 07.08.2023

Kazanring Canyon SMP. Lada Vesta touring. 1.27.621. Assetto Corsa 07.08.2023

Gregory Moore - BPS News(Half)Hour

Gregory Moore - BPS News(Half)Hour

Dimitry Gurevich - New applications of the Reflection Equation Algebras

Dimitry Gurevich - New applications of the Reflection Equation Algebras

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