1 documents found
Information × Registration Number 0206U004147, 0103U003679 , R & D reports Title Deduce of new improvements of isoperimetric inequalities and proof of stability of their extreme solutions for convex bodies in a multidimensional Euclidean space and Minkowski spase popup.stage_title Head Diskant Valentin Ivanovich, Registration Date 13-02-2006 Organization Cherkasy State Tehnological University popup.description2 The objects of researches were the analog isoperimetrical inequality R^n, isoperimetrics of the geometry of Minkowski M^n, perimeter of the unit circle of the plane Minkowski M^2. In the work there were obtaned improvements of the analog isoperimetrical inequality R^n, there was proved the theorem stability extremel solution of analog, there were obtaned exact estimations for width and diameter of isoperimetrics M^n, estimation from below of perimeter the unit circle M^2 with asymmetric metric. All the results obtaned are new.5635 Product Description popup.authors popup.nrat_date 2020-04-02 Close
R & D report
Head: Diskant Valentin Ivanovich. Deduce of new improvements of isoperimetric inequalities and proof of stability of their extreme solutions for convex bodies in a multidimensional Euclidean space and Minkowski spase. (popup.stage: ). Cherkasy State Tehnological University. № 0206U004147
1 documents found

Updated: 2026-03-22