1,723,374 research outputs found
On -generated axial algebras of Jordan type
Axial algebras of Jordan type are a special type of commutativenon-associative algebras. They are generated by idempotents whose adjointoperators have the minimal polynomial dividing , where is a fixed value that is not equal to or . These algebras haverestrictive multiplication rules that generalize the Peirce decomposition foridempotents in Jordan algebras. A universal -generated algebra of Jordan type as an algebrawith parameters was constructed by I. Gorshkov and A. Staroletov. Dependingon the value of the parameter, the universal algebra may contain a non-trivialform radical. In this paper, we describe all semisimple -generated algebrasof Jordan type over a quadratically closed field.Comment: 12 page
Morphostructural zonation and pattern recognition of earthquake prone areas in the po plain.
Following a procedure similar to that developed and applied in the Rhone Valley, France (Gorshkov and Gaudemer, 2012), a preliminary identification of the areas prone to earthquakes with magnitude larger or equal to 5.0 (referred as M5+ hereinafter) has been carried out for the Po plain
Russia’s Factory ChildrenBoris B. GORSHKOV
Boris B. GORSHKOV, Russia’s Factory Children, State, Society, and Law, 1800-1917, Pittsburgh : The University of Pittsburgh Press, 2009, xiii+216 p. L’ouvrage de Boris B. Gorshkov est bref, mais non dénué d’ambitions. La première de ces ambitions consiste à combler une lacune dans l’historiographie de la Russie, notamment si on la compare avec la littérature historique, déjà bien fournie, sur le travail des enfants dans les grands pays industrialisés du xixe siècle, en Europe et en Amérique d..
The Meaning and Significance of the Gorshkov Articles
The Gorshkov series represents 11 articles which appeared in Morskoy Sbornik, the Soviet Naval Digest, from 1972 into 1973. The entire series was entitled Navies in War and Peace and consisted of 50,000 words of sustained, forceful prose. The author of the work is Adm. Sergey Georgievich Gorshkov who, since 1956, has been the Commander in Chief of the Soviet Navy and who has reputedly enjoyed the trust and confidence of both Khrushchev and Brezhnev
Delineation of the geometry of nodes in the Alps-Dinarides hinge zone and recognition of seismogenic nodes ( M >= 6).
We introduce a new method based on the analysis of the
topographical alignments and used to delineate the structural
boundaries of the nodes, which permits the definition of
relatively narrow earthquake-prone areas by the pattern recognition
approach. The structurally bounded nodes capable of
earthquakes with M >= 6.0, identified with pattern recognition, in
fact, cover a significantly smaller area of the study region as
compared with that defined by Gorshkov et al. (2004) who used
conventional circles. The proposed method thus improves the
precision in the location of potential large earthquakes
The Doctrinal Legitimacy of Gorshkov\u27s Writings
The appearance in 1976 of Admiral Gorshkov\u27s book Sea Power of the State revived the question of whether the views of the Soviet Commander in Chief were a statement of doctrine or not. At the time of the publication of the Gorshkov series of articles in 1972-3, many Western commentators, relying heavily on their feel for the authoritativeness with which Gorshkov wrote, concluded that the series was part of a factional debate. Later, these same commentators argued that the book was a doctrinal confirmation of the views expressed in the series. The issue is not merely semantic, In Soviet military literature, doctrine holds a unique place. Military doctrine is at the apex of all military thinking and writing
Crimea y la herencia del almirante Gorshkov
The incorporation of Crimea to Russia (2014) constitutes an important event for the international politics of beginnings of the 21th. Century and it points out a new chapter of Russian’s great historical project of get permanent exits to the open sea and oceanic spaces of warm waters to overcome the confinement imposed by the geography of the country.
The article takes concentrates on Admiral Serguei Gorshkov’s figure and his refers to the importance of the Crimea Peninsula and its environment for the history, the naval strategy and the Russian-Soviet geopolitical. Gorshkov promoted the Russian-Soviet advance on the seas and oceans of the world, in which Crimea was an essential piece.La incorporación de Crimea a Rusia (2014) constituye un acontecimiento importante para la política internacional de comienzos del siglo XXI y señala un nuevo capítulo del gran proyecto histórico ruso de la permanente búsqueda de salidas a los espacios marítimos y oceánicos abiertos de aguas templadas y cálidas para superar el encierro que imponía la geografía del país.
El artículo se centra en la figura del almirante Serguéi Gorshkov y sus referencias a la importancia de la península de Crimea y su entorno para la historia, la estrategia naval y la geopolítica ruso-soviética. Gorshkov promovió el avance ruso-soviético sobre los mares y océanos del mundo en el cual Crimea era una pieza esencial
Structure of finite groups with restrictions on the set of conjugacy classes sizes
Let be the set of conjugacy classes sizes of . We prove that if for specific set of integers, then where , , and is a power ofprime
Finite groups with prime graphs of diameter 5
Gorshkov, I. B. Finite groups with prime graphs of diameter 5 / Ilya B. Gorshkov, Andrey V. Kukharev // Communications in Mathematics. – 2020. – Volume 28, № 3. – P. 307–312. – DOI: 10.2478/cm-2020-0025 c 2020.In this paper we consider a prime graph of finite groups. In particular, we expect finite groups with prime graphs of maximal diameter
On existence of normal p-complement of finite groups with restrictions on the conjugacy class sizes
The greatest power of a prime dividing the natural number will bedenoted by . Let . Suppose that is a finite groupand is a prime. We prove that if there exists an integer suchthat for every of and a -element such that , then includes a normal -complement.Comment: 7 page
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