Search Results for Calculus of variations.

1.

Calculus of variations.

by

Ėlʹsgolʹt͡s, L. Ė. (Lev Ėrnestovich)

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Calculus of variations. Ėlʹsgolʹt͡s, L. Ė. (Lev Ėrnestovich)

2.

Direct methods in the calculus of variations

by

Giusti, Enrico.

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Direct methods in the calculus of variations Giusti, Enrico.

3.

Optimal control and the calculus of variations

by

Pinch, Enid R., author.

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Optimal control and the calculus of variations / Pinch, Enid R., author.

4.

Differential equations and the calculus of variations

by

Ėl'sgol'ts, L. Ė. (Lev Ėrnestovich), author.

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Differential equations and the calculus of variations / Ėl'sgol'ts, L. Ė. (Lev Ėrnestovich), author.

5.

Differential geometry and the calculus of variations

by

Hermann, Robert, 1931-

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Differential geometry and the calculus of variations / Hermann, Robert, 1931-

6.

Stochastic calculus of variations for jump processes

by

Ishikawa, Yasushi, 1959 October 1-

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Stochastic calculus of variations for jump processes Ishikawa, Yasushi, 1959 October 1-

7.

Stochastic calculus of variations for jump processes

by

Ishikawa, Yasushi, 1959 October 1- author.

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Stochastic calculus of variations for jump processes / Ishikawa, Yasushi, 1959 October 1- author.

8.

Dynamic programming and the calculus of variations

by

Dreyfus, Stuart E.

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Dynamic programming and the calculus of variations / Dreyfus, Stuart E.

9.

Geometric Problems in the Calculus of Variations

by

Zuniga, Andres, author. (orcid)0000-0002-5008-4236

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Geometric Problems in the Calculus of Variations / Zuniga, Andres, author. (orcid)0000-0002-5008

10.

The calculus of variations and functional analysis with optimal control and applications in mechanics

by

Lebedev, L. P.

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The calculus of variations and functional analysis with optimal control and applications in

11.

Problems and exercises in the calculus variations

by

Krasnov, Mikhail Leonevich, author.

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Calculus of variations.

12.

Variational methods for strongly indefinite problems

by

Yanheng, Ding.

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Calculus of variations.

13.

Blow-up theory for elliptic PDEs in Riemannian geometry

by

Druet, Olivier, 1976-

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Calculus of variations.

14.

Variational principles and methods in theoretical physics and chemistry

by

Nesbet, R. K.

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Calculus of variations.

15.

Variations, geometry and physics in honour of Demeter Krupka's sixty-fifth birthday

by

Krupka, D.

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Calculus of variations.

16.

Variational methods for potential operator equations with applications to nonlinear elliptic equations

by

Chabrowski, Jan, 1941-

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Calculus of variations.

17.

Invariant variational principles

by

Logan, J. David (John David)

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Calculus of variations.

18.

Variational and extremum principles in macroscopic systems

by

Sieniutycz, Stanislaw.

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Calculus of variations.

19.

Obstacle problems in mathematical physics

by

Rodrigues, José-Francisco.

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Calculus of variations.

20.

Methods of intermediate problems for eigenvalues: theory and ramifications

by

Weinstein, Alexander, 1897-1979.

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Calculus of variations.

21.

Standard statistical calculations

by

Moore, P. G. (Peter Gerald), 1928-

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Calculus of variations.

22.

Numerical methods for viscosity solutions and applications

by

Falcone, Maurizio.

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Calculus of variations.

23.

Functional analysis an introduction to Banach space theory

by

Morrison, Terry J., 1947-

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Calculus of variations.

24.

A second course in calculus

by

Lang, Serge, author.

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Calculus of variations.

25.

Supplementary problems: a first course in calculus

by

Lang, Serge, author.

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Calculus of variations.

26.

The Rayleigh-Ritz method for structural analysis

by

Ilanko, Sinniah, author.

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Calculus of variations.

27.

Fréchet differentiability of Lipschitz functions and porous sets in Banach spaces

by

Lindenstrauss, Joram, 1936-

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Calculus of variations.

28.

Global methods for combinatorial isoperimetric problems

by

Harper, Lawrence H. (Lawrence Hueston), 1938-

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Calculus of variations.

29.

Energy principles and variational methods in applied mechanics

by

Reṭṭi, J. N., author.

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Calculus of variations.

30.

Exterior analysis : using applications of differential forms

by

Şuhubi, Erdoğan S.

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Calculus of variations.

31.

Differential equations, chaos and variational problems

by

Staicu, Vasile.

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Calculus of variations.

32.

Variational methods in nuclear reactor physics

by

Stacey, Weston M.

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Calculus of variations.

33.

Variational methods in economics

by

Hadley, G. (George), 1930-

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Calculus of variations For economics

34.

A modern theory of random variation with applications in stochastic calculus, financial mathematics, and Feynman integration

by

Muldowney, P. (Patrick), 1946-

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Calculus of variations.

35.

Variational methods in statistics

by

Rustagi, Jagdish S.

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Calculus of variations.

36.

Variational methods in optimum control theory

by

Petrov, I͡U. P. (I͡Uriĭ Petrovich)

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Calculus of variations.

37.

Model-Free Stabilization by Extremum Seeking

by

Scheinker, Alexander. author.

http://dx.doi.org/10.1007/978-3-319-50790-3

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Calculus of Variations and Optimal Control; Optimization.

38.

Optimization of Type-2 Fuzzy Controllers Using the Bee Colony Algorithm

by

Amador, Leticia. author.

http://dx.doi.org/10.1007/978-3-319-54295-9

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Calculus of Variations and Optimal Control; Optimization.

39.

Sensing and Control for Autonomous Vehicles Applications to Land, Water and Air Vehicles

by

Fossen, Thor I. editor.

http://dx.doi.org/10.1007/978-3-319-55372-6

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Calculus of Variations and Optimal Control; Optimization.

40.

Satellite Formation Flying Relative Dynamics, Formation Design, Fuel Optimal Maneuvers and Formation Maintenance

by

Wang, Danwei. author.

http://dx.doi.org/10.1007/978-981-10-2383-5

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Calculus of Variations and Optimal Control; Optimization.

41.

Green Growth and Sustainable Development

by

Crespo Cuaresma, Jesús. editor.

http://dx.doi.org/10.1007/978-3-642-34354-4

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Calculus of Variations and Optimal Control; Optimization.

42.

Theory of extremal problems

by

Ioffe, Aleksandr Davidovich.

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Calculus of variations.

43.

Convex analysis and variational problems

by

Ekeland, I. (Ivar), 1944-

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Calculus of variations.

44.

Feedback Stabilization of Controlled Dynamical Systems In Honor of Laurent Praly

by

Petit, Nicolas. editor.

http://dx.doi.org/10.1007/978-3-319-51298-3

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Calculus of Variations and Optimal Control; Optimization.

45.

Optimal Control of a Double Integrator A Primer on Maximum Principle

by

Locatelli, Arturo. author.

http://dx.doi.org/10.1007/978-3-319-42126-1

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Calculus of Variations and Optimal Control; Optimization.

46.

Estimation and Control for Networked Systems with Packet Losses without Acknowledgement

by

Lin, Hong. author.

http://dx.doi.org/10.1007/978-3-319-44212-9

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Calculus of Variations and Optimal Control; Optimization.

47.

Lectures in Feedback Design for Multivariable Systems

by

Isidori, Alberto. author.

http://dx.doi.org/10.1007/978-3-319-42031-8

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Calculus of Variations and Optimal Control; Optimization.

48.

Computational electromagnetism : variational formulations, complementarity, edge elements

by

Bossavit, Alain.

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Calculus of variations.

49.

Quadratic form theory and differential equations

by

Gregory, John, 1938 March 2-

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Calculus of variations.

50.

Infinite dimensional linear control systems : the time optimal and norm optimal problems

by

Fattorini, H. O. (Hector O.), 1938-

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Calculus of variations.

51.

Advanced mathematics

by

Gupta, C. B. (Chander Bhan), 1946-

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. Statistics and probability -- unit 5. Calculus of variations and transforms.

52.

Fundamental math and physics for scientists and engineers

by

Yevick, David, author.

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-- Calculus of a single variable -- Calculus of several variables -- Calculus of vector functions

53.

Dynamic programming in chemical engineering and process control

by

Roberts, Sanford M.

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of variations -- Computational aspects of dynamic programming -- Control problems -- Chemical

54.

Optimal control theory with aerospace applications

by

Ben-Asher, Joseph Z., 1955-

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-Tucker -- Calculus of variations : from Bernoulli to Bliss -- Minimum principle of Pontryagin and Hestenes

55.

Mathematical methods for physicists

by

Arfken, George B. (George Brown), 1922-

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lequations -- Calculus of variations -- Appendix 1: Real zeros of a functions -- Appendix 2: Gaussian

56.

Introduction to the mathematical theory of control processes. Vol. 2., Nonlinear processes

by

Bellman, Richard, 1920-1984.

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-- Computationals aspects of the calculus of variations -- Continuous aspects of the calculus of variations

57.

Introduction to the mathematical theory of control processes. 1, Linear equations and quadratic criteria

by

Bellman, Richard, 1920-1984.

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calculus of variations -- Multidimensional control processes via dynamic programming -- Functional analysis.

58.

Mathematical methods for optical physics and engineering

by

Gbur, Greg.

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harmonics; 18. Orthogonal functions; 19. Green's functions; 20. The calculus of variations; 21. Asymptotic

59.

Semi-Riemannian geometry : with applications to relativity

by

O'Neill, Barrett.

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of Variations. Homogeneous and Symmetric Spaces. General Relativity. Cosmology. Schwarzschild

60.

Handbook of differential equations. Stationary partial differential equations. Volume 2

by

Chipot, M. (Michel)

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-- B. Dacorogna: Non convex problems of the calculus of variations and differential inclusions -- Y. Du

61.

Algorithmic Advances to Increase the Fidelity of Conceptual Hypersonic Mission Design

by

Saranathan, Harish, author.

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calculus of variations, the state-of-the-art entirely neglects indirect methods because of the challenge

62.

Variational Methods in Molecular Modeling

by

Wu, Jianzhong. editor.

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or calculus of variations.

63.

Handbook of differential equations. Stationary partial differential equations. Volume 1

by

Chipot, M. (Michel)

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. On Some Basic Aspects of the Relationship between the Calculus of Variations and Differential

64.

A unified approach to the finite element method and error analysis procedures

by

Dow, John O., 1941-

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Potential Energy. Elements of the Calculus of Variations. Derivation of the Plane Stress Problem. Rayleigh

65.

Language in action : categories, lambdas, and dynamic logic

by

Benthem, Johan van, 1949-

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Contents; Preface; Chapter I Introduction; 1 Two Traditions; 2 Lambda Calculus and Theory of Types; 3

66.

The theory of gambling and statistical logic

by

Epstein, Richard A., 1927-

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Principles of a Theory of Gambling. Decision Making and Utility. The Basic Theorems. Coins, Wheels, and

67.

Handbook of global analysis

by

Krupka, D.

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differential equations in jet bundles and the inverse problem of the calculus of variations / O. Krupkova and G

68.

Leonhard Euler : life, work and legacy

by

Bradley, Robert E., editor.

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the Calculus of Variations (R. Thiele) -- Euler, D'Alembert and the Logarithm Function (R.E. Bradley

69.

Nonlinear partial differential equations and their applications : Collège de France seminar volume XIV

by

Cioranescu, D. (Doïna)

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. They present both theoretical and applied results in many fields of growing importance such as Calculus

70.

Mechanics, analysis and geometry : 200 years after Lagrange

by

Francaviglia, M.

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; References; Part III: ANALYTICAL MECHANICS AND CALCULUS OF VARIATIONS; Chapter 9. A Multisymplectic Framework

71.

Mathematical physics

by

Carroll, Robert W., 1930-2012.

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calculus of variations and partial differential equations (linear and nonlinear). An introduction to

72.

Functional analysis in modern applied mathematics

by

Curtain, Ruth F.

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-- 12.3 Unconstrained Calculus of Variations problems -- 12.4 Minimization under equality constraints

73.

The application of optimal controls with constrained derivatives to the roll stabilisation of ships

by

Ameen, Yashwant K., author.

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unified problem in the calculus of variations. This leads to the definition of the optimal control over a

74.

Optimization techniques : with applications to aerospace systems

by

Leitmann, George.

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4.3 Transformation of Variational Problems4.4 The Calculus of Variations in Applied Aerodynamics; 4

75.

Signal and image representation in combined spaces

by

Zeevi, Y. Y.

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Variations of Windowed Fourier Transform and Applications: M. An, A. Brozdzik, I. Gertner, and R

76.

Gauge theory and defects in solids

by

Edelen, Dominic G. B.

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Differential Forms; 1.3 Calculus of Variations and Noether's Theorems; 1.4 Elasticity via the Exterior Calculus

77.

Mathematical methods of game and economic theory

by

Aubin, Jean Pierre.

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-- Relaxation of convexity assumptions -- Introduction To Calculus Of Variations And Optimal Control -- Duality

78.

Equations of Mathematical Physics.

by

Apostol, Marian.

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of Variations -- 2.3.1 Extrema points -- 2.3.2 Variational problems -- 2.4 Fourier Transform -- 2.4.1

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