Vladimir Grigorievich Boltyansky (1925–2019)
Autore di The Decomposition of Figures Into Smaller Parts (Popular Lectures in Mathematics)
Sull'Autore
Fonte dell'immagine: Vladimir Grigorievich Boltyansky
Opere di Vladimir Grigorievich Boltyansky
The Decomposition of Figures Into Smaller Parts (Popular Lectures in Mathematics) (1973) — Autore — 12 copie
Intuitive Topology 拓扑趣谈 1 copia
Etichette
Informazioni generali
- Nome canonico
- Boltyansky, Vladimir Grigorievich
- Nome legale
- Болтянский, Владимир Григорьевич
- Data di nascita
- 1925-04-26
- Data di morte
- 2019-04-16
- Sesso
- male
- Nazionalità
- Soviet Union
Russia - Luogo di nascita
- Moscow, Soviet Union
- Luogo di morte
- Guanajuato, Mexico
- Istruzione
- Moscow State University
- Attività lavorative
- Professor and Doctor of Physical and Mathematical Sciences
- Premi e riconoscimenti
- Biruni State Prize (1967)
Lenin Prize (1962) - Breve biografia
- Vladimir Grigorievich Boltyansky (April 26, 1925, Moscow - April 16, 2019, Guanghuato) - Soviet and Russian mathematician, doctor of physical and mathematical sciences, professor of Moscow State University, corresponding member of the USSR Academy of Sciences and the Russian Academy of Education. He is widely known for his work on the methodology of teaching mathematics and popular books on mathematics.
Utenti
Recensioni
Commande Optimale de Systèmes Discretes di V. Boltianski
La théorie de la commande optimale permet de déterminer la commande d'un système qui minimise (ou maximise) un critère de performance, éventuellement sous des contraintes. Le cas le plus classique (et le plus simple) est celui de contraintes de type inégalité sur la commande, mais on peut aussi envisager des contraintes de même type sur l'état. Cette théorie est une généralisation du calcul des variations. Elle comporte deux volets : le principe du maximum (ou du minimum) dû à Lev Pontriaguine et à ses collaborateurs du Steklov Institute de Moscou1, et l'équation de Hamilton-Jacobi-Bellman, généralisation de l'équation de Hamilton-Jacobi, et conséquence directe de la programmation dynamique initiée aux États-Unis par Richard Bellman2. La théorie de la commande optimale fait partie de l'automatique et des mathématiques appliquées (optimisation des processus). En tant que cette théorie généralise le calcul des variations, elle a également un champ d'application en physique mathématique, et les développements théoriques actuels rejoignent les mathématiques pures.… (altro)
Beautifully written and structured account of decomposing figures into figures of smaller diamter; also studies the problem in the Minkowski plane and the relationship to the illumination problem.
This booklet, written by V G Boltyansky is intended for secondary school students, interested in mathematics, physics and engineering. It considers certain concepts of higher mathematics, such as the derivative, differential equations, the number e and natural logarithms. Part of the material is in the form of lectures read by the author for school mathematics clubs at the Moscow State University.
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Statistiche
- Opere
- 15
- Utenti
- 66
- Popolarità
- #259,059
- Voto
- 4.5
- Recensioni
- 3
- ISBN
- 15
- Lingue
- 1