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Linear Ordinary Differential Equations

Linear Ordinary Differential Equations (Paperback)

Robert Carlson, Earl A. Coddington (지은이)
Society for Industrial & Applied
209,970원

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책 이미지

Linear Ordinary Differential Equations
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책 정보

· 제목 : Linear Ordinary Differential Equations (Paperback) 
· 분류 : 외국도서 > 과학/수학/생태 > 수학 > 미분방정식 > 미분방정식 일반
· ISBN : 9780898713886
· 쪽수 : 348쪽
· 출판일 : 1987-01-01

목차

  • Preface
  • Chapter 1: Simple Applications. Introduction
  • Compartment systems
  • Springs and masses
  • Electric circuits
  • Notes
  • Exercises
  • Chapter 2: Properties of Linear Systems. Introduction
  • Basic linear algebra
  • First-order systems
  • Higher-order equations
  • Notes
  • Exercises
  • Chapter 3: Constant Coefficients. Introduction
  • Properties of the exponential of a matrix
  • Nonhomogeneous systems
  • Structure of the solution space
  • The Jordan canonical form of a matrix
  • The behavior of solutions for large t
  • Higher-order equations
  • Exercises
  • Chapter 4: Periodic Coefficients. Introduction
  • Floquet's theorem
  • The logarithm of an invertible matrix
  • Multipliers
  • The behavior of solutions for large t
  • First-order nonhomogeneous systems
  • Second-order homogeneous equations
  • Second-order nonhomogeneous equations
  • Notes
  • Exercises
  • Chapter 5: Analytic Coefficients. Introduction
  • Convergence
  • Analytic functions
  • First-order linear analytic systems
  • Equations of order n
  • The Legendre equation and its solutions
  • Notes
  • Exercises
  • Chapter 6: Singular Points. Introduction
  • Systems of equations with singular points
  • Single equations with singular points
  • Infinity as a singular point
  • Notes
  • Exercises
  • Chapter 7: Existence and Uniqueness. Introduction
  • Convergence of successive approximations
  • Continuity of solutions
  • More general linear equations
  • Estimates for second-order equations
  • Notes
  • Exercises
  • Chapter 8: Eigenvalue Problems. Introduction
  • Inner products
  • Boundary conditions and operators
  • Eigenvalues
  • Nonhomogeneous boundary value problems
  • Notes
  • Exercises
  • Chapter 9: Eigenfunction Expansions. Introduction
  • Selfadjoint integral operators
  • Eigenvalues for Green's operator
  • Convergence of eigenfunction expansions
  • Extensions of the expansion results
  • Notes
  • Exercises
  • Chapter 10: Control of Linear Systems. Introduction
  • Convex sets
  • Control of general linear systems
  • Constant coefficient equations
  • Time-optimal control
  • Notes
  • Exercises
  • Bibliography.
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