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Titlebook: Operators, Geometry and Quanta; Methods of Spectral Dmitri Fursaev,Dmitri Vassilevich Book 2011 Springer Science+Business Media B.V. 2011

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Dmitri Fursaev,Dmitri Vassilevich — and regime transition. In doing so it contributes to two current discussions among social scientists: first, the debate over the ‘role of the state’ in political economy; second, the concern about the democratization of authoritarian regimes or rather the alternation over time between . authorita
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Dmitri Fursaev,Dmitri Vassilevich pace with demographic growth.. A major improvement was registered in the literacy rate, which rose from 32 per cent of the population over fifteen years of age in 1918 to 56 per cent in 1938. But in 1940 as in 1920, only one-third of children of school age attended primary school, and the majority
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Dmitri Fursaev,Dmitri Vassilevichlfare. This is an area bedevilled by considerable problems with the data. The first problem relates to coverage. The most easily available official sources provide data for industrial wages, rather than for wages for all urban workers. Consequently, the data analysed in this chapter are both highly
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Dmitri Fursaev,Dmitri Vassilevich pace with demographic growth.. A major improvement was registered in the literacy rate, which rose from 32 per cent of the population over fifteen years of age in 1918 to 56 per cent in 1938. But in 1940 as in 1920, only one-third of children of school age attended primary school, and the majority
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Geometrical Backgroundundaries and singularities. The Chapter begins with definitions from the Riemannian geometry with a focus on mathematical foundations of the general relativity theory. The material includes gravity actions, examples of dynamical equations and their physically important solutions. Description of isom
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Quantum Fieldsf a relativistic inner product on a Cauchy surface. The product is uniquely defined for any two solutions to a field equation and is used for normalization of the solutions. The chosen way of quantization is more convenient in ‘mode by mode’ calculations of spectral functions in free QFT’s on non-tr
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