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The differential Equations Problem Solver
The differential Equations Problem Solver / by M.Fogiel. =
The differential Equations Problem Solver

Detailed Information

자료유형  
 단행본
청구기호  
517.91 F655d
저자명  
by M.Fogiel.
서명/저자  
The differential Equations Problem Solver / by M.Fogiel. =
발행사항  
New York : R E A, 1987
형태사항  
1390 : ; 26
주기사항  
Differential Equations Equations
가격  
￦
Control Number  
gtec:1743

MARC

 008000000  1987kAK  us  a      or                      eng
■090    ▼a517.91▼bF655d▼c
■1001  ▼aby  M.Fogiel.
■24510▼aThe  differential  Equations  Problem  Solver▼dby  M.Fogiel.▼x
■260    ▼aNew  York▼bR  E  A▼c1987
■300    ▼a1390▼b  ▼c26
■500    ▼aDifferential  Equations  Equations
■950    ▼b￦

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    Books borrowed together with this book

    • CLASSIFICATION OF DIFFERSNTIAL EQUATIONS
    • SEPARABLE DIFFERENTIAL EQUATIONS
    • EXACT DIFFERENTIAL EQUATIONS
    • HOMOGENEOUS DIFFERENTIAL EQUATIONS
    • INTEGRATING FACTORS
    • METHOD OF GROUPING
    • LINEAR DIFFERENTIAL EQUATIONS
    • RICCATI,S EQUATION
    • CLAIRAUT.S EQUATION
    • ORTHOGONAL TRAJECTORIES
    • FIRST ORDER DIFFERENTIAL EQUATIONS: APPIicationsI
    • FIRST ORDER DIFFERENTIAL EQUATIONS: APPIicationsII
    • THE WRONSKIAN AND LINEAR INDEPENDENCE
    • SECONDORDER HOMOGENEOUS DIFFERENTIAL EQUATIONS WITH CONSTANT COEFFICIENTS
    • METHOD OF UNDETERMINED COEFFICIENTS
    • VARIATION OF PARAMETERS
    • REDUCTION OF ORDER
    • DIFFERENTIAL OPERATORS
    • CHANGE OF VARIABLES
    • ADJOINT OF A DIFFERENTIAL EQUATION
    • APPLICATIONS OF SECOND ORDER EQUATIONS
    • ELECTRICAL CIRCUITS
    • POWER SERIES
    • POWER SERIES ABOUT AN ORDINARY POINT
    • POWER SERIES ABOUT A SINGULAR POINT
    • LAPLACE TRANSFORMS
    • INVERSE LAPLACE TRANSFORMS
    • SOLVING INITIAL VALUE PROBLEMS BY LAPLACE TRANSFORM
    • SECOND ORDER BOUNDARY VALUEPROBLEMS
    • STURM_ LIOUVILLE PROBLEMS
    • FOURIER SERIES
    • BESSEL AND GAMMA FUNCTIONS
    • SYSTEMS OF ORDINARY DIFFERENTIAL EQUATIONS
    • SIMULTANEONS LINEAR DIFFERENTIAL EQUATIONS
    • METHOD OF PERTURBATION
    • NON_LINEAR DIFFERENTIAL EQUATIONS
    • APPROXIATION TECHNIQUES
    • PARTIAL DIFFERENTIAL EQUATIONS
    • CALCULUS OF VARIATIONS

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