Results 21 to 30 of about 32,063 (68)
Gauge Theory, Mirror Symmetry, and the Geometric Langlands Program [PDF]
I provide an introduction to the recent work on the Montonen-Olive duality of N = 4 super-Yang-Mills theory and the Geometric Langlands ...
Kapustin, A. N., A. Kapustin
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Dvorak, Antonin, Autograph Note Signed
Dvorak, Antonin, Autograph Note ...
Dvorak, Antonin, 1841-1904
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Archimandrite Theodosius (Melnik) was the cellarer of Metropolitan Anthonii (Khrapovitskii) who was the head of the Russian Church Abroad. Archimandrite Theodosius was with his spiritual father and his teacher, Metropolitan Anthonii and shared all the ...
Kostriukov Andrei
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Classical and Jazz Influences in the Music of Nikolai Kapustin: Piano Sonata No. 3, Op. 55 [PDF]
The subject of this dissertation is the contemporary Russian composer and pianist Nikolai Kapustin. Being himself a virtuoso pianist, Kapustin has written a large repertoire for solo piano. During the last fifteen years, the popularity of Kapustin in the
Tyulkova, Yana
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Palamas. Archimandrite G. ΠΙΣΤΙΣ ΚΑΙ ΠΑΤΡΙΣ . In: Revue des Études Grecques, tome 8, fascicule 32,1895. pp.
Palamas., Archimandrite G.
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Fingerland, Antonin -- 1959 -- Correspondence, Individual -- letter, 1959-06-19
Letter from Sabin, Albert B.
Sabin, Albert B. (Albert Bruce), 1906-1993
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Homological Mirror Symmetry: New Developments and Perspectives
Homological Mirror Symmetry, the study of dualities of certain quantum field theories in a mathematically rigorous form, has developed into a flourishing subject on its own over the past years.
Schlesinger, Karl-Georg +2 more
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Titre uniforme : Argenton, Antonin d' (1818-1883). Compositeur. [Phryné. Piano (2 ou 4 mains)]Valses (piano, 4 mains) -- +* 1800......- 1899......+:19e siècle:Piano, Musique de (4 mains) -- +* 1800......- 1899......+:19e ...
Argenton, Antonin d' (1818-1883). Compositeur
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Fingerland, Antonin -- 1959 -- Correspondence, Individual -- letter, 1959-08-13
Letter from Sabin, Albert B.
Sabin, Albert B. (Albert Bruce), 1906-1993
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The Kapustin-Witten Equations with Singular Boundary Conditions [PDF]
Witten proposed a fasinating program interpreting the Jones polynomial of knots on a 3-manifold by counting solutions to the Kapustin-Witten equations with singular boundary conditions.
He, Siqi
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