01382    a2200205   4500003000500000005001700005010001600022020001500038040000900053082001600062100002300078245012600101250001200227260005300239300003400292505076400326650002901090650003701119650002001156NUST20221121133149.0  a   97019521  a013263807X  cNust00a515.353,HAB1 aHaberman, Richard,10aElementary applied partial differential equations :bwith Fourier series and boundary value problems /cRichard Haberman.  a3rd ed.  aUpper Saddle River, NJ :bPrentice Hall,cc1998.  axiv, 736 p. :bill. ;c25 cm.  aHeat Equation (Page-1), Methods of Separation of Variables (Page-32), Fourier Seres (Page-86), Vibrating Strings and Membranes (Page-130), Sturm-Liouville Eigenvalue Problems (Page-151),An Elementary Discussion of Finite Difference Numerical Methods (Page-215), Partial Differntial Equations with At Least Indepedent  (Page-266),Nonhomogeneous Problems (Page-337), Green'n Functions for Time-Independent Problems (Page-370), Infinite Domain Problems -Fourier Transform Solutions of Partial (Page-434),Green' s Functions for Time - Dependent Problems (Page-495), The Method of Characteristics for Linear and Quasi-Linear Wave Equations (Page-525), Brief Introduction to Laplace Transform Solutio of Partial Diferential Equationns (Page-568), Topics (Page-598), 0aBoundary value problems. 0aDifferential equations, Partial. 0aFourier series.