During the 1930s in the Soviet Union a remarkable range of auxiliary armoured vehicles were produced for the Red Army which have rarely had the attention they deserve, and Alexey Tarasov’s photographic history is the ideal guide to them. These innovative designs demonstrate the diversity and innovation of the Soviet arms industry. Among them were armoured flails, ambulances, bridge-layers, flame-throwers and amphibious cars which prefigure similar designs made by western engineers during the Second World War. As this selection of rare photographs shows, Soviet designers were in many ways ahead of their time and it was short-sighted internal policy and the shortcomings of Soviet industry which led to the cancellation or postponement of many of these promising projects. As a result, when faced with Operation Barbarossa in 1941 the Red Army lacked the auxiliary armour that would have helped to stem the German advance. Alexey Tarasov’s in-depth research and the rare photographs he has assembled give a fascinating insight into a little-known aspect of the history of Soviet armoured vehicles.
During the 1930s in the Soviet Union a remarkable range of auxiliary armoured vehicles were produced for the Red Army which have rarely had the attention they deserve, and Alexey Tarasov’s photographic history is the ideal guide to them. These innovative designs demonstrate the diversity and innovation of the Soviet arms industry. Among them were armoured flails, ambulances, bridge-layers, flame-throwers and amphibious cars which prefigure similar designs made by western engineers during the Second World War. As this selection of rare photographs shows, Soviet designers were in many ways ahead of their time and it was short-sighted internal policy and the shortcomings of Soviet industry which led to the cancellation or postponement of many of these promising projects. As a result, when faced with Operation Barbarossa in 1941 the Red Army lacked the auxiliary armour that would have helped to stem the German advance. Alexey Tarasov’s in-depth research and the rare photographs he has assembled give a fascinating insight into a little-known aspect of the history of Soviet armoured vehicles.
“A fresh look at what is perhaps the most famous battle of the Russo-German War from the Soviet perspective.” —The NYMAS Review Much has been written about the Battle of Stalingrad, the Soviet victory that turned the tide of the Second World War. Yet our knowledge and understanding continues to evolve, and this engrossing account by Alexey Isaev brings together previously unpublished Russian archive material—strategic directives and orders, after-action reports, and official records of all kinds—with the vivid recollections of soldiers who were there, on the front lines, reconstructing what happened in extraordinary new detail. The evidence leads him to question common assumptions about the conduct of the battle—about the use of tanks and mechanized forces, for instance, and the combat capability and tenacity of the defeated and surrounded German Sixth Army in the last weeks before it surrendered. His gripping narrative carries the reader through the course of the entire battle from the first small-scale encounters on the approaches to Stalingrad in July 1942, through the intense continuous fighting through the city, to the encirclement, the beating back of the relieving force, and the capitulation of the Sixth Army in February 1943. Military historian Alexey Isaev’s latest book, with maps and illustrations included, is an important contribution to the literature on this decisive battle. It offers a thought-provoking revised view of events for readers already familiar with the story, and a fascinating introduction for those coming to it for the first time.
The Things of Life is a social and cultural history of material objects and spaces during the late socialist era. It traces the biographies of Soviet things, examining how the material world of the late Soviet period influenced Soviet people's gender roles, habitual choices, social trajectories, and imaginary aspirations. Instead of seeing political structures and discursive frameworks as the only mechanisms for shaping Soviet citizens, Alexey Golubev explores how Soviet people used objects and spaces to substantiate their individual and collective selves. In doing so, Golubev rediscovers what helped Soviet citizens make sense of their selves and the world around them, ranging from space rockets and model aircraft to heritage buildings, and from home gyms to the hallways and basements of post-Stalinist housing. Through these various materialist fascinations, The Things of Life considers the ways in which many Soviet people subverted the efforts of the Communist regime to transform them into a rationally organized, disciplined, and easily controllable community. Golubev argues that late Soviet materiality had an immense impact on the organization of the Soviet historical and spatial imagination. His approach also makes clear the ways in which the Soviet self was an integral part of the global experience of modernity rather than simply an outcome of Communist propaganda. Through its focus on materiality and personhood, The Things of Life expands our understanding of what made Soviet people and society "Soviet.
The book is devoted to the physics of plasma at high density, which has been compressed so strongly that the effects of interparticle interactions and non-ideality govern its behavior. Interest in this non-traditional plasma has been generated in recent years when states of matter with high concentration of energy became accessible experimentally as the basis of modern technologies and facilities. The greatest part of the matter in the Universe is in this exotic state. In this book, the methods of generation and diagnostics of strongly coupled plasmas are presented, along with the main theoretical methods and experimental results on thermodynamical, kinetic and optical properties. Particular attention is given to fast developing modern directions of strongly coupled plasma physics such as metallization of dielectrics and dielectrization of metals, non-neutral plasmas, dusty plasmas and their crystallization. The book is written for physicists and astrophysicists, engineers, and material scientists.
This extraordinary book charts the development of Russia’s relations with the Middle East from the 1950s to the present. It covers both high and low points – the closeness to Nasser’s Egypt, followed by reversal; the successful invasion of Afghanistan which later turned into a disaster; the changing relationship with Israel which was at some time surprisingly close; the relationship with Syria, which continues to be of huge significance; and much more. Written by one of Russia’s leading Arabists who was himself involved in the formation and implementation of policy, the book is engagingly written, extremely insightful, telling us things which only the author is in a position to tell us, and remarkably frank, not sparing senior Soviet and Russian figures from criticism. The book includes material based on the author’s conversations with other leading participants.
This book is a sequel to the book by the same authors entitled Theory of Groups and Symmetries: Finite Groups, Lie Groups, and Lie Algebras.The presentation begins with the Dirac notation, which is illustrated by boson and fermion oscillator algebras and also Grassmann algebra. Then detailed account of finite-dimensional representations of groups SL(2, C) and SU(2) and their Lie algebras is presented. The general theory of finite-dimensional irreducible representations of simple Lie algebras based on the construction of highest weight representations is given. The classification of all finite-dimensional irreducible representations of the Lie algebras of the classical series sℓ(n, C), so(n, C) and sp(2r, C) is exposed.Finite-dimensional irreducible representations of linear groups SL(N, C) and their compact forms SU(N) are constructed on the basis of the Schur-Weyl duality. A special role here is played by the theory of representations of the symmetric group algebra C[Sr] (Schur-Frobenius theory, Okounkov-Vershik approach), based on combinatorics of Young diagrams and Young tableaux. Similar construction is given for pseudo-orthogonal groups O(p, q) and SO(p, q), including Lorentz groups O(1, N-1) and SO(1, N-1), and their Lie algebras, as well as symplectic groups Sp(p, q). The representation theory of Brauer algebra (centralizer algebra of SO(p, q) and Sp(p, q) groups in tensor representations) is discussed.Finally, the covering groups Spin(p, q) for pseudo-orthogonal groups SO↑(p, q) are studied. For this purpose, Clifford algebras in spaces Rp, q are introduced and representations of these algebras are discussed.
The book is devoted to some branches of the theory of approximation of abstract differential equations, namely, approximation of attractors in the case of hyperbolic equilibrium points, shadowing, and approximation of time-fractional semilinear problems.In this book, the most famous methods of several urgent branches of the theory of abstract differential equations scattered in numerous journal publications are systematized and collected together, which makes it convenient for the initial study of the subject and also for its use as a reference book. The presentation of the material is closed and accompanied by examples; this makes it easier to understand the material and helps beginners to quickly enter into the circle of ideas discussed.The book can be useful for specialists in partial differential equations, functional analysis, theory of approximation of differential equations, and for all researchers, students, and postgraduates who apply these branches of mathematics in their work.
The book presents the main approaches in study of algebraic structures of symmetries in models of theoretical and mathematical physics, namely groups and Lie algebras and their deformations. It covers the commonly encountered quantum groups (including Yangians). The second main goal of the book is to present a differential geometry of coset spaces that is actively used in investigations of models of quantum field theory, gravity and statistical physics. The third goal is to explain the main ideas about the theory of conformal symmetries, which is the basis of the AdS/CFT correspondence.The theory of groups and symmetries is an important part of theoretical physics. In elementary particle physics, cosmology and related fields, the key role is played by Lie groups and algebras corresponding to continuous symmetries. For example, relativistic physics is based on the Lorentz and Poincare groups, and the modern theory of elementary particles — the Standard Model — is based on gauge (local) symmetry with the gauge group SU(3) x SU(2) x U(1). This book presents constructions and results of a general nature, along with numerous concrete examples that have direct applications in modern theoretical and mathematical physics.
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