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Rational homotopy theory of spaces 1-connected by shapeA rational shape type and a strong rational shape type are defined for the class of spaces 1
Rational homotopy type, rational proper homotopy type and rational proper homotopy type at infinityThe Sullivan approach to rational homotopy theory can be thought of as being applied to connected
Rational homotopy type, rational proper homotopy type and rational proper homotopy type at infinitySullivan approach to Rational homotopy theory of connected nilpotent simplicial sets of finite ℚ
Some remarks on measures on orthogonal rational projections and the rational sphereWe examine measures on the quantum logic of all projections with rational n x n-matrices and on its
Социальная рациональность:
к проблеме дефиницииThis paper observes the problem of definitions of social rationality. The author applies
Uniformization of Simply-Connected Ramified Coverings of the Sphere by Rational Functions and poles of a smooth one-parametric family of rational functions uniformizing a given family of ramified
Rational homotopy theory of shape one-connected spacesSummary: "A rational shape type and a strong rational shape type are defined for the class
Some remarks on measures on orthogonal rational projections and the rational sphereWe examine measures on the quantum logic of all projections with rational n x n-matrices and on its
Ontological Propis, Rationality and LegitimacyOntological Propis, Rationality and Legitimacy
«Rational Resistance to Land Privatization: The Response of Rural Producers to Agrarian Reforms in Pre- and Post-Soviet Russia,»«Rational Resistance to Land Privatization: The Response of Rural Producers to Agrarian Reforms
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