Search Results - "Chernousov, Vladimir"

The finiteness of the genus of a finite-dimensional division algebra, and some generalizations by Chernousov, Vladimir I., Rapinchuk, Andrei S., Rapinchuk, Igor A.

“…We prove that the genus of a finite-dimensional division algebra is finite whenever the center is a finitely generated field of any characteristic. We also…”
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Study of air pollution in the area of compact accommodation of students (campuses) of three universities in Vladivostok city by Vakhniuk, Igor, Kirichenko, Konstantin, Chernousov, Vladimir, Drozd, Vladimir, Kholodov, Aleksei, Shabalina, Ekaterina, Golokhvast, Kirill

“…The article presents the results of the study of airborne particulate matter in Vladivostok city in three areas of compact residence of students (university…”
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Study of particulate emissions when using special wires for underwater welding by Chernousov, Vladimir, Kirichenko, Konstantin, Pogodaev, Anton, Gridasov, Alexander, Kalinin, Yuri, Kholodov, Alexey, Parshin, Sergey, Dokuchaev, Ilya, Golokhvast, Kirill

“…The article describes the study to evaluate the emissions to atmospheric air of airborne nano- and microparticles generated during underwater welding in…”
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The Impact of Metal-Based Nanoparticles Produced by Different Types of Underwater Welding on Marine Microalgae by Pikula, Konstantin, Kirichenko, Konstantin, Chernousov, Vladimir, Parshin, Sergey, Masyutin, Alexander, Parshina, Yulia, Pogodaev, Anton, Gridasov, Alexander, Tsatsakis, Aristidis, Golokhvast, Kirill

“…Underwater wet welding is commonly used in joining pipelines and in underwater construction. Harmful and hazardous compounds are added to many flux-cored wires…”
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Investigation of the complex granulometric composition of suspended particles in seawater by Kirichenko, Konstantin, Parshin, Sergey, Volkova, Vladislava, Chaika, Vladimir, Chernousov, Vladimir, Masyutin, Alexey, Gridasov, Alexander, Pogodaev, Anton, Kalinin, Yuri, Kholodov, Aleksey, Fatkulin, Anvir, Lushpei, Valery, Golokhvast, Kirill

“…The material for our study was collected at the Far Eastern Federal University, Ajax Bay, Sea of Japan and studied at the St. Petersburg Polytechnic University…”
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Corrigendum to: Investigation of the complex granulometric composition of suspended particles in seawater by Kirichenko, Konstantin, Parshin, Sergey, Volkova, Vladislava, Chaika, Vladimir, Chernousov, Vladimir, Masyutin, Alexey, Gridasov, Alexander, Pogodaev, Anton, Kalinin, Yuri, Kholodov, Aleksey, Fatkulin, Anvir, Lushpei, Valery, Golokhvast, Kirill

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The genus of a division algebra and the unramified Brauer group by Chernousov, Vladimir I., Rapinchuk, Andrei S., Rapinchuk, Igor A.

“…Let be a finite-dimensional central division algebra over a field . We define the genus of to be the collection of classes , where is a central division…”
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WITHDRAWN: A characterization of groups of type F4 arising from the first Tits construction by Chernousov, Vladimir, Lourdeaux, Alexandre, Pianzola, Arturo

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Lower bounds for essential dimensions in characteristic 2 via orthogonal representations by Babic, Antonio, Chernousov, Vladimir

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Simple algebraic groups with the same maximal tori, weakly commensurable Zariski-dense subgroups, and good reduction by Chernousov, Vladimir I., Rapinchuk, Andrei S., Rapinchuk, Igor A.

“…We provide a new condition for an absolutely almost simple algebraic group to have good reduction with respect to a discrete valuation of the base field which…”
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R‐triviality of groups of type F4 arising from the first Tits construction by Alsaody, Seidon, Chernousov, Vladimir, Pianzola, Arturo

“…Any group of type F4 is obtained as the automorphism group of an Albert algebra. We prove that such a group is R‐trivial whenever the Albert algebra is…”
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On the Tits-Weiss conjecture and the Kneser-Tits conjecture for E-7,1(78) and E-8,2(78) (With an Appendix by R. M. Weiss) by Alsaody, Seidon, Chernousov, Vladimir, Pianzola, Arturo

“…We prove that the structure group of any Albert algebra over an arbitrary field is R-trivial. This implies the TitsWeiss conjecture for Albert algebras and the…”
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On the Tits–Weiss conjecture and the Kneser–Tits conjecture for and (With an Appendix by R. M. Weiss) by Alsaody, Seidon, Chernousov, Vladimir, Pianzola, Arturo

“…We prove that the structure group of any Albert algebra over an arbitrary field is R -trivial. This implies the Tits–Weiss conjecture for Albert algebras and…”
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On the Tits–Weiss conjecture and the Kneser–Tits conjecture for $\ rm {E}^{78}_{8,2}$ (With an Appendix by R. M. Weiss) by Seidon Alsaody, Vladimir Chernousov, Arturo Pianzola

“…We prove that the structure group of any Albert algebra over an arbitrary field is R-trivial. This implies the Tits–Weiss conjecture for Albert algebras and…”
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On the Tits–Weiss conjecture and the Kneser–Tits conjecture for $\mathrm {E}^{78}_{7,1}$ and $\mathrm {E}^{78}_{8,2}$ (With an Appendix by R. M. Weiss) by Alsaody, Seidon, Chernousov, Vladimir, Pianzola, Arturo

“…We prove that the structure group of any Albert algebra over an arbitrary field is R-trivial. This implies the Tits–Weiss conjecture for Albert algebras and…”
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Essential $$p$$ -dimension of split simple groups of type $$A_n by Chernousov, Vladimir, Merkurjev, Alexander

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Essential -dimension of split simple groups of type by Chernousov, Vladimir, Merkurjev, Alexander

“…We compute the essential -dimension of split simple groups of type in terms of the functor of central simple algebras of degree and exponent dividing …”
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On the size of the genus of a division algebra by Chernousov, Vladimir I., Rapinchuk, Andrei S., Rapinchuk, Igor A.

“…Let D be a central division algebra of degree n over a field K . One defines the genus gen( D ) as the set of classes [ D ′] ∈ Br( K ) in the Brauer group of K…”
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Algebraic groups of type $D_4$, triality, and composition algebras by Chernousov, Vladimir, Elduque, Alberto, Knus, Max-Albert

“…Conjugacy classes of outer automorphisms of order 3 of simple algebraic groups of classical type D_4 are classified over arbitrary fields. There are two main…”
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Motivic decomposition of isotropic projective homogeneous varieties by Chernousov, Vladimir, Gille, Stefan, Merkurjev, Alexander

“…We give a decomposition of the Chow motive of an isotropic projective homogeneous variety of a semisimple algebraic group in terms of twisted motives of…”
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