Karta raspolozhenii︠a︡ zemelʻ Evreǐskiikh koloniiǐ kollektivov i uchastkov kolfondov v raǐonakh Mikhaǐlovskom, Sofievskom i Shirokovskom Krivorogskogo okruga

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Karta raspolozhenii︠a︡ zemelʻ Evropeĭskikh koloniĭ kollektivov i uchastkov kolfondov v raĭonokh Mikhaĭlovskom, Sofievskom i Shirokovskom, Krivorogskogo okruga

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Plan Kryvorizʹkoĭ okrugi, Shyrokivsʹkogo raĭonu, Sverdlovsʻkoĭ silʻrady na uchastok zemli zemelʹnoï gromady vys. U 1 (Voroshilosʻkyĭ)z dorizannym do nʻogo uchaskom zemli Kolfonda Y. 52oskolfonda Nº 35 otgranichennogo v pori︠a︡dke ustroĭstva kolonizat︠s︡ionnogo fonda

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Schematicheskai︠a︡ karta chasti territorii Zaporozhskogo i Mariupolʻskogo okrugov s ukazaniem evreǐskikh zemelʻpolʻzovaniǐ i gosfondov v blizi nikh

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Schematicheskai︠a︡ karta chasti territorii Zaporozhskogo i Mariupolʻskogo okrugov s ukazaniem evreǐskikh zemelʻpolʻzovaniǐ i gosfondov v blizi nikh

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Obezpechennostʻ zhivym inventarem, obsluzhivaemykh "Agro-dzhoǐntom" pereselent︠s︡ev Krivorogskogo raǐona, osevshikh na zemli︠u︡ v raznye sroki po dannym na 1oe i︠u︡li︠a︡ 1926 goda

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Raspredelenie posevnoĭ ploshchadi po kulʻturam v % v pereselencheskikh obʻedinenii︠a︡kh Krivorogskogo raĭona

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Plan Krivorogskogo okruga Krivorogskogo raǐona, na uchastok kolfonda N 63 otgranichennogo v pori︠a︡dke ustroǐstva kolfonda

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Plan Krivorogskogo okruga Shironovskogo raĭona na uchastok kolfonda Nº 36 otgranichennogo v pori︠a︡dke ustroĭstva kolonizat︠s︡ionnogo fonda soglasno plana rabot na 1926

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Plan Krivorogskogo okruga Kazankovskogo raĭona na uchastok kolfonda Nº 35 otgranichennogo v pori︠a︡dke ustroĭstva kolonizat︠s︡ionnogo fonda 8ĭ partieĭ po ustroĭstvu kolfondov na i︠u︡ge Ukrainy sogolasno plana zemleustroitelʻnykh rabot na 1926 god

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Tannakian Formalism Applied to the Category of Mixed Hodge Structures

Many problems in analysis have been solved using the theory of Hodge structures. P. Deligne started to treat these structures in a categorical way. Following him, we introduce the categories of mixed real and complex Hodge structures. Category of mixed Hodge structures over the field of real or complex numbers is a rigid abelian tensor category, and in fact, a neutral Tannakian category. Therefore it is equivalent to the category of representations of an affine group scheme. The direct sums of pure Hodge structures of different weights over real or complex numbers can be realized as a representation of the torus group, whose complex points is the Cartesian product of two punctured complex planes. Mixed Hodge structures turn out to consist of information of a direct sum of pure Hodge structures of different weights and a nilpotent automorphism. Therefore mixed Hodge structures correspond to the representations of certain semidirect product of a nilpotent group and the torus group acting on it.

Plan Mikolaivskoiï okrugi Poltavskogo raĭonu , v chastke kolfondu chº 351 pid nazvoi︠u︡ Abkinsʻkiĭ

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Plan Mikolaivskoiï okrugi Poltavskogo raĭonu , v chastke kolfondu chº 351 pid nazvoi︠u︡ Abkinsʻkiĭ

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Circular by committee of Hebra Hased V'Amet regarding establishment of women's Hebra

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Ispolnitelʻnyĭ chertezh kamennogo, krytogo cherepit︠s︡eĭ, zdanii︠a︡ Larinskoĭ shkoly v poselke Tagancha, Krivorogskogo okruga i raĭona

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