A.V. Pogorelov was born in , March 3, in Korocha of Belgorod district ( Russia). He graduated Kharkov . Geometria elemental (in Spanish).-Moscow: Mir. Alekséi Vasílievich Pogorélov (en ruso: Алексе́й Васи́льевич Погоре́лов, en ucraniano: Олексі́й Васи́льович Погорє́лов; 2 de marzo de 17 de diciembre de ) fue un matemático soviético y ucraniano. Es más conocido por sus contribuciones a la geometría convexa y Geometría elemental. Moscú, Editorial Mir-. View Geometria Diferencial – Aleksei Vasilevich from MEN at UFSC. A. v. POGORov Geometra diferencial EDITORIAL M il A. D. HO r OPE.

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Calaméo – Geometria Elemental – Pogorelov

Pogorelov is the author of the textbooks written for higher schools on all basic geometrical subjects which are notable for treir original text, mathematical strict proof and clarity.

Differential geometry in Russian. Die eindeutige Bestimmung allgemeiner convexer Flachen in German. Strictly convex shells under postcritical deformations in Russian: Topic in the theory of surfaces in elliptic space in English.

Geometria Elemental – Pogorelov

rlemental Some results on surfaces theory in the large in English. Die Verbiegung konvexer Flachen in German. Subsequently,he also obtained a number of fundamental results: He also suggested original solution in the field of the superconducting electric mashine engineering.


V Pogorelov are concerned with geometry in the large, fundamentals of geometry, theory of partial differential equations, theory of stability of thin shells, cryogenic electric mashine engineering.

Infinitesimal bending of general convex surfaces in Russian. Cylindrical shells under postcritical deformations in Russian I.

Geometry in Russian. For the textbook of geometry written by A. The scope of his scientific interests is defined by a rare combination of gifts for mathematics and engineering. Lectures on the foundations of geometry in English.

Nierly all his monographies were translated into other languages abroad. They were generally recognized when he solved the very difficult problem of rigidity of general convex surfaces by their metrics.

Multidimensional Monge-Ampere equation pgoorelov English. Loss of stability of shells. On Monge-Ampere equations of elliptic type in Russian.

Pogorelov includes the well- known A. Lectures on differential geometry in English. He created the text book of geometry which was included into school curricula in after being experimentally tested in a number of secondary schools. The theorem proved opgorelov A. Foundations of geometry in Russian. The Minkowsky multidimensional problem in English. Lectures on analytic geometry in Russian.

The textbook is noted for its practical aspect of teaching geometry, from one part, and direction of attention towards a development of logical thinking, abilities of pupils according to their age features and individual gifts, on the other part, that fully meets up-to-date requirements. He graduated Kharkov University and N. Geometria elemental in Spanish. To the theory of convex elastic shells in postcritical stage in Russian. The studies made by A. Zhukowsky Air Force Academy His achievements in the scientific researches were appraised at their true worth and A.


Extrinsic geometry of convex surfaces in English. Pogorelov is an author of more than publications including about 40 monographies and textbooks. Geometry in Ukrainian. His professional experience advanced from engineer-designer at TsAGI Bending of surfaces and stability of shells in English. Pogorelov has developed the original geometrical theory of stability of elastic shells and determined a series of new results on value of the critical loads, which was corroborated by himself experimentally.

Geometrical methods in non-linear theory of elastic shells in Russian. His attention has been also concentrated on t he improvement of the school mathematical education. Pogorelov defended the Candidate’s thesis and the Doctor’s thesis Geometric theory of stability of shells in Russian. Pogorelov was born inMarch 3, in Korocha of Belgorod district Russia.

Mir Publishers, p. Cohn-Vossen results as partial cases.

For his scientific and pedagogica activity A.