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| 1 | www.mathnet.ru | /zvmmf10182 | |
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Ю. О. Воронцов, “Об условиях разрешимости ...
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| 2 | homepage.mi-ras.ru | /~akuznet/publicatio... | |
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Explicit deformation of the horospherical variety of type G2
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| 3 | www.jstor.org | /stable/2043555 | |
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Traces in 2-Generator Subgroups of $\mathrm{SL}(2,\ ...
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| 4 | www.researchgate.net | /publication/3721369... | |
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(PDF) The $K$-distribution of random graph $\mathrm{C}
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4 июл. 2023 г. — We appeal to results from combinatorial random matrix theory to deduce that various random graph C ∗ \ mathrm { C }^* -algebras are ... |
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| 5 | arxiv.org | /pdf/2510.15704 | |
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Simultaneous non-vanishing of central values of $\mathrm{ ...
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| 6 | scispace.com | /pdf/kogomologii-tok... | |
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Когомологии токов произвольного спина в пространстве ...
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9 авг. 2022 г. — Изучаются сохраняющиеся токи произвольных целых ¨ полуцелых спинов, постро─ енные из безмассовых скалярных ¨ спинорных полей ¢ пространстве ... |
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| 7 | www.mscand.dk | /article/view/13849/... | |
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View of Algebras with vanishing $\mathrm{Ext}^2\ (X,X)$
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| 8 | neuron.e-gmat.com | /quant/questions/c-m... | |
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for nonnegatives integers m and n, m geq n. If - C ( 5 , 3 ) = ...
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\(\mathrm{C(m,n)} = \frac{\mathrm{m!}}{(\mathrm{m-n})!\mathrm{n!}}\) for nonnegatives integers m and n, m geq n . If \(\mathrm{C(5, 3)}\) = \(\mathrm{C(5, ... |
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