Sl.No Chapter Name English
1Definition and classification of linear integral equationsDownload
To be verified
2Conversion of IVP into integral equationsDownload
To be verified
3Conversion of BVP into an integral equationsDownload
To be verified
4Conversion of integral equations into differential equationsDownload
To be verified
5Integro-differential equationsDownload
To be verified
6Fredholm integral equation with separable kernel: TheoryDownload
To be verified
7Fredholm integral equation with separable kernel: ExamplesDownload
To be verified
8Solution of integral equations by successive substitutionsDownload
To be verified
9Solution of integral equations by successive approximationsDownload
To be verified
10Solution of integral equations by successive approximations: Resolvent kernelDownload
To be verified
11Fredholm integral equations with symmetric kernels: Properties of eigenvalues and eigenfunctionsDownload
To be verified
12Fredholm integral equations with symmetric kernels: Hilbert Schmidt theoryDownload
To be verified
13Fredholm integral equations with symmetric kernels: ExamplesDownload
To be verified
14 Construction of Green function-I Download
To be verified
15Construction of Green function-IIDownload
To be verified
16Green function for self adjoint linear differential equationsDownload
To be verified
17Green function for non-homogeneous boundary value problemDownload
To be verified
18Fredholm alternative theorem-IDownload
To be verified
19Fredholm alternative theorem-IIDownload
To be verified
20Fredholm method of solutionsDownload
To be verified
21Classical Fredholm theory: Fredholm first theorem-IDownload
To be verified
22Classical Fredholm theory: Fredholm first theorem-IIDownload
To be verified
23Classical Fredholm theory: Fredholm second theorem and third theoremDownload
To be verified
24Method of successive approximationsDownload
To be verified
25Neumann series and resolvent kernels-IDownload
To be verified
26Neumann series and resolvent kernels-IIDownload
To be verified
27Equations with convolution type kernels-IDownload
To be verified
28Equations with convolution type kernels-IIDownload
To be verified
29Singular integral equations-IDownload
To be verified
30Singular integral equations-IIDownload
To be verified
31Cauchy type integral equations-IDownload
To be verified
32Cauchy type integral equations-IIDownload
To be verified
33Cauchy type integral equations-IIIDownload
To be verified
34Cauchy type integral equations-IVDownload
To be verified
35Cauchy type integral equations-VDownload
To be verified
36Solution of integral equations using Fourier transformDownload
To be verified
37Solution of integral equations using Hilbert transform-IDownload
To be verified
38Solution of integral equations using Hilbert transform-IIDownload
To be verified
39Calculus of variations: IntroductionDownload
To be verified
40Calculus of variations: Basic concepts-IDownload
To be verified
41Calculus of variations: Basic concepts-IIDownload
To be verified
42Calculus of variations: Basic concepts and Euler equationDownload
To be verified
43Euler equation: Some particular casesDownload
To be verified
44Euler equation : A particular case and GeodesicsDownload
To be verified
45Brachistochrone problem and Euler equation-IDownload
To be verified
46Euler's equation-IIDownload
To be verified
47Functions of several independent variables Download
To be verified
48Variational problems in parametric form Download
To be verified
49Variational problems of general type Download
To be verified
50Variational derivative and invariance of Euler's equation Download
To be verified
51Invariance of Euler's equation and isoperimetric problem-I Download
To be verified
52Isoperimetric problem-II Download
To be verified
53Variational problem involving a conditional extremum-I Download
To be verified
54Variational problem involving a conditional extremum-II Download
To be verified
55Variational problems with moving boundaries-IDownload
To be verified
56Variational problems with moving boundaries-II Download
To be verified
57Variational problems with moving boundaries-III Download
To be verified
58Variational problems with moving boundaries; One sided variationDownload
To be verified
59Variational problem with a movable boundary for a functional dependent on two functions Download
To be verified
60Hamilton's principle: Variational principle of least action Download
To be verified

Sl.No Language Book link
1EnglishNot Available
2BengaliNot Available
3GujaratiNot Available
4HindiNot Available
5KannadaNot Available
6MalayalamNot Available
7MarathiNot Available
8TamilNot Available
9TeluguNot Available