Calculus of variations, with applications to physics and engineering. by Weinstock, Robert, 1919-

Subjects: “…Calculus of variations.…”

Calculus of variations, by Bliss, Gilbert Ames, 1876-1951

Subjects: “…Calculus of variations.…”

The calculus of variations. by Akhiezer, N. I. 1901-

Subjects: “…Calculus of variations.…”

Calculus of variations by Gelʹfand, I. M.

Subjects: “…Calculus of variations.…”

Calculus of variations, with applications to physics and engineering. by Weinstock, Robert, 1919-

Subjects: “…Calculus of variations.…”

Calculus of variations. by Ėlʹsgolʹt︠s︡, L. Ė.

Subjects: “…Calculus of variations.…”

The calculus of variations / by Van Brunt, B.

Subjects: “…Calculus of variations.…”

The calculus of variations / by Van Brunt, B.

Subjects: “…Calculus of variations.…”
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Lectures on the calculus of variations. by Bolza, O. 1857-1942

Subjects: “…Calculus of variations.…”

Lectures on the calculus of variations, by Bliss, Gilbert Ames, 1876-1951

Subjects: “…Calculus of variations.…”

The calculus of variations in the large / by Morse, Marston, 1892-

Subjects: “…Calculus of variations.…”

Introduction to the calculus of variations / by Dacorogna, Bernard, 1953-

Subjects: “…Calculus of variations.…”
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Calculus of variations and partial differential equations.

Subjects: “…Calculus of variations Periodicals.…”
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Applied calculus of variations for engineers / by Komzsik, Louis

Table of Contents: “…The foundations of calculus of variations -- Constrained variational problems -- Multivariate function -- Higher order derivatives -- The inverse problem of calculus of variations -- Analytic solutions of variational problems -- Numerical methods of calculus of variations -- Part II: Engineering applications. …”
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Applied calculus of variations for engineers / by Komzsik, Louis

Subjects: “…Calculus of variations.…”
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Differential geometry and the calculus of variations /

Table of Contents: “…Tangent vector-vector field formalism -- Differential forms -- Specialization to euclidean spaces : differential manifolds -- Mappings, submanifolds, and the implicit function theorem -- Jacobi bracket and the lie theory of ordinary differential equations -- Frobenius complete integrability theorem -- Reduction of dimension when a lie algebra of vector fields leaves a vector-fields invariant -- Lie groups -- Classical mechanics of particles and continua -- Differential forms and variational problems -- Hamilton-Jacobi theory -- Extremal fields and sufficient conditions for a minimum -- Ordinary problems of the calculus of variations -- Groups of symmetries of variational problems : applications to mechanics -- Elliptic functions -- Accessibility problems for path systems -- Affine connections on differential manifolds -- Rinmannian affine connection and the first variation formula -- Hopf-Rinow theorem applications to the theory of covering spaces -- Second variation formula and Jacobi vector fields -- Sectional curvature and the elementary comparision theorems -- Submanifolds of Riemannian manifolds -- Groups of isometries -- Deformation of submanifolds in Riemannian spaces -- First-order invariants of submanifolds and convexity for affinely connected manifolds -- Affine groups of automorphisms, induced connections on submanifolds, projective changes of connection -- Laplace-Beltrami operator -- Characteristics and shock waves -- Morse index theorem -- Complex manifolds and their submanifolds -- Mechanics on Riemannian manifolds.…”
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Multiple integrals in the calculus of variations by Morrey, Charles Bradfield, 1907-

Subjects: “…Calculus of variations.…”

The calculus of variations and optimal control : an introduction / by Leitmann, George

Subjects: “…Calculus of variations.…”

Direct methods in the calculus of variations / by Giusti, Enrico

Subjects: “…Calculus of variations.…”

Differential equations and the calculus of variations by Ėlʹsgolʹt︠s︡, L. Ė.

Subjects: