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Stratigraphy and geological correlation, ISSN 1555-6263, 2013, Volume 21, Issue 4, pp. 359 - 382
... of Southern Middle Siberia N. M. Chumakov, M. A. Semikhatov, and V. N. Sergeev Geological Institute, Russian Academy of Sciences, Pyzhevskii per. 7, Moscow, 119017 Russia... 
Sedimentology | microfossils | Archaeology | Earth Sciences | Historical Geology | Lena River | glacial deposits | Geophysics/Geodesy | Structural Geology | Ura uplift | Vendian | DOUSHANTUO FORMATION | NEOPROTEROZOIC HUQF SUPERGROUP | CARBON | CHINA | STRATIGRAPHY | URA FORMATION | YANGTZE PLATFORM | PALEONTOLOGY | CHEMOSTRATIGRAPHY | GEOLOGY | CONSTRAINTS | Chemotherapy | Rivers | Microfossils | Cancer | Geology | Stratigraphy | Fossils
Journal Article
Journal of Physics A: Mathematical and Theoretical, ISSN 1751-8113, 01/2017, Volume 50, Issue 6, p. 65202
For the quantum walled Brauer algebra, we construct its Specht modules and (for generic parameters of the algebra) seminormal modules. The latter construction... 
quantum walled Brauer algebra | Jucys-Murphy elements | Baxterization | Specht modules | seminormail basis | GENERAL LINEAR-GROUPS | PHYSICS, MULTIDISCIPLINARY | UNITY | HECKE ALGEBRAS | PHYSICS, MATHEMATICAL | DECOMPOSITION NUMBERS | BETHE-ANSATZ | MIXED TENSOR SPACE | BLOCKS | CENTRALIZER ALGEBRAS | ROOTS | IDEMPOTENTS | Mathematics - Quantum Algebra
Journal Article
Nuclear physics. B, ISSN 0550-3213, 2006, Volume 757, Issue 3, pp. 303 - 343
We study logarithmic conformal field models that extend the ( p , q ) Virasoro minimal models. For coprime positive integers p and q, the model is defined as... 
ALGEBRAS | FUSION | CONFORMAL FIELD-THEORIES | CRITICAL PERCOLATION | REPRESENTATIONS | PHYSICS, PARTICLES & FIELDS
Journal Article
Communications in mathematical physics, ISSN 1432-0916, 2006, Volume 265, Issue 1, pp. 47 - 93
Journal Article
Journal of Mathematical Physics, ISSN 0022-2488, 03/2007, Volume 48, Issue 3, pp. 032303 - 032303-46
... Street 2, Moscow 119334, Russia A. M. Gainutdinov, b A. M. Semikhatov, c and I. Yu. Tipunin d Lebedev Physics Institute, Leninski prospekt 53, Moscow 119991, Russia... 
MODULAR TRANSFORMATIONS | HOPF-ALGEBRAS | FINITE | FUSION RULES | REPRESENTATIONS | VERLINDE FORMULA | CONFORMAL FIELD-THEORIES | CRITICAL PERCOLATION | PHYSICS, MATHEMATICAL | CATEGORIES | 2 DIMENSIONS | CONFORMAL INVARIANCE | FACTORIZATION | CLASSICAL AND QUANTUM MECHANICS, GENERAL PHYSICS | QUANTUM GROUPS | ALGEBRA | ENERGY-MOMENTUM TENSOR | GROUP THEORY | QUANTUM FIELD THEORY
Journal Article
Journal of Physics A: Mathematical and Theoretical, ISSN 1751-8113, 12/2013, Volume 46, Issue 49, pp. 1 - 53
We construct chiral algebras that centralize rank-2 Nichols algebras with at least one fermionic generator. This gives 'logarithmic' W-algebra extensions of a... 
Construction | Algebra | Maps | Categories | Modules | Generators | Field theory | Mathematical models | Representations
Journal Article
Communications in Mathematical Physics, ISSN 0010-3616, 11/2005, Volume 260, Issue 1, pp. 147 - 181
Journal Article
Theoretical and mathematical physics, ISSN 1573-9333, 2006, Volume 148, Issue 3, pp. 1210 - 1235
Journal Article
Theoretical and mathematical physics, ISSN 1573-9333, 2012, Volume 173, Issue 1, pp. 1329 - 1358
Journal Article
Journal of Mathematical Physics, ISSN 0022-2488, 02/2016, Volume 57, Issue 2
Journal Article
Communications in Contemporary Mathematics, ISSN 0219-1997, 08/2012, Volume 14, Issue 4, pp. 1250029 - 1250066
Journal Article
1977, Volume no. 2101.
Book
1962, Trudy Geologicheskogo institut, Volume 68., 239 p. + 18 plates
Book
Communications in mathematical physics, ISSN 1432-0916, 2004, Volume 247, Issue 3, pp. 713 - 742
We find a nonsemisimple fusion algebra associated with each (1, p) Virasoro model. We present a nonsemisimple generalization of the Verlinde formula which... 
Mathematics | CONFORMAL FIELD-THEORY | TFT CONSTRUCTION | CLASSIFICATION | PARTITION-FUNCTIONS | RULES | PHYSICS, MATHEMATICAL | LOGARITHMIC OPERATORS
Journal Article
Communications in Algebra, ISSN 0092-7872, 05/2011, Volume 39, Issue 5, pp. 1883 - 1906
...); after the third prime, we usually write b (4), b (5), and so on. Let (B) be the Drinfeld double of B, with its elements written as μ ⊗m, where μ ∈B* and m ∈ B... 
Root of unity | Heisenberg double | Braided commutativity | Yetter-Drinfeld | Drinfeld double | Hopf algebroid | Yetter-drinfeld | MATHEMATICS | FUSION | REPRESENTATIONS | QUANTUM GROUPS | CATEGORIES | FAMILY
Journal Article
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