A carregar...

Código QR

Stories about maxima and minima

other_versions_link

Detalhes bibliográficos
Autor principal:	Tikhomirov, V. M.
Formato:	Printed Book
Idioma:	English
Publicado em:	Providence, R.I. : [Washington, D.C.] : American Mathematical Society ; Mathematical Association of America, c1990.
Assuntos:	Maxima and minima. Calculus of variations. Mathematical optimization.

Registos relacionados

Stories about maxima and minima
Por: Tikhomirov, V M
Publicado em: (1990)

Stories about maxima and minima
Por: Shenitzer, Abe; Translator, et al.
Publicado em: (2007)

Maxima and minima with applications : practical optimization and duality /
Por: Kaplan, Wilfred
Publicado em: (1999)

Geometric problems on maxima and minima
Por: Andreescu, Titu, et al
Publicado em: (2012)

Geometric problems on maxima and minima /
Por: Andreescu, Titu
Publicado em: (2012)

Geometric problems on maxima and minima /
Por: Andreescu, Titu
Publicado em: (2006)

Geometric problems on maxima and minima
Por: Andreescu, Titu
Publicado em: (2006)

Uncommon mathematical excursions : polynomia and related realms /
Por: Kalman, Dan
Publicado em: (2009)

When least is best : how mathematicians discovered many clever ways to make things as small (or as large) as possible /
Por: Nahin, Paul J.
Publicado em: (2004)

Geometric problems on maxima and minima /
Por: Andreescu, Titu
Publicado em: (2006)

Variational analysis : critical extremals and Sturmian extensions /
Por: Morse, Marston
Publicado em: (2007)

Differential equations with maxima /
Por: Baĭnov, D.
Publicado em: (2011)

Lectures on mathematical theory of extremum problems
Por: Girsanov, Igor Vladimirovich
Publicado em: (1972)

Calculus of variations with applications /
Por: Ewing, George M.
Publicado em: (1985)

Stories about maxima and minima /
Por: Tikhomirov, V. M.
Publicado em: (1998)

Stories about Maxima and Minima/
Por: Tikhomirov, V.M
Publicado em: (1988)

Variational analysis /
Por: Rockafellar, R. Tyrrell
Publicado em: (2004)

Applied calculus of variations for engineers /
Por: Komzsik, Louis
Publicado em: (2009)

Elementary calculus
Por: Ramaswami, S
Publicado em: (1933)

Differential equations and the calculus of variations
Por: Elsgolts, L.
Publicado em: (1970)

Optimization methods
Por: Tolle, Henning
Publicado em: (1975)

Rudimentary Mathematics for Economists and Statisticians
Por: Crum W.L
Publicado em: (1946)

Introduction to a mathematical treatment of economics
Por: Archibadd,G C
Publicado em: (1990)

An Introduction to the Calculus of Variations
Por: Fox,Charles
Publicado em: (1950)

Introduction to Mathematical Economics
Por: Bushaw D W and Clower R W.
Publicado em: (1957)

Maxima and minima /
Por: Levenson, Morris E.
Publicado em: (1967)

Maxima and minima /
Por: Levenson, Morris E.
Publicado em: (1967)

Nonlocal variations and local invariance of fields
Por: Edelen, Dominic G. B.
Publicado em: (1969)

Variational methods in optimization /
Por: Smith, Donald R.
Publicado em: (1998)

Modern research methodology: (new trends and techniques)
Por: Phophalia A K
Publicado em: (2011)

Tensors, differential forms, and variational principles /
Por: Lovelock, David
Publicado em: (1975)

Partial Differentiation
Por: Thurston, H, A, (Thurston, H, A)
Publicado em: (1961)

Calculus
Por: G,L, Chandratreya, (G,L, Chandratreya)
Publicado em: (1962)

Text-Book on Differential Calculus
Por: Gorakh, Prasad, (Gorakh, Prasad)
Publicado em: (1962)

Differential Calculus
Por: Ferrar, W, L, (Ferrar, W, L)
Publicado em: (1956)

MATHEMATICS FOR ECONOMISTS
Por: YAMANE TARO
Publicado em: (1999)

Infinite dimensional optimization and control theory /
Por: Fattorini, H. O.
Publicado em: (1999)

A primer on the calculus of variations and optimal control theory /
Por: Mesterton-Gibbons, Mike
Publicado em: (2009)

Blow-up theory for elliptic PDEs in Riemannian geometry /
Por: Druet, Olivier
Publicado em: (2004)

What is Mathematics? An Elementaty Approach to Ideas and Methods
Por: Courant;Richard and Robbins;Herbert
Publicado em: (1953)