|Location||Call number||Status||Date due|
|530.15 W2464 (Browse shelf)||Available|
|530.15 G459 Solved problems in Lagrangian and Hamiltonian mechanics /||530.15 P751 Geometria e caso :||530.15 P896 Lezioni di metodi matematici della fisica /||530.15 W2464 Mathematics for physicists /||530.15353 S816 Nonequilibrium many-body theory of quantum systems :||530.15636 F8295 The geometry of physics :||530.159282 H8931 v1 Random walks and random environments :|
Includes bibliographical references and index.
Variational method -- Hilbert space -- Ordinary linear differential equations of second order -- Bessel functions -- The Dirac delta function -- Green's function -- Norm -- Integral equations -- Application of number theory in inverse problems in physics -- Fundamental equations in a space with arbitrary dimensions.
"This book covers the necessary aspects of mathematics for graduate students in physics and engineering. Advanced undergraduate students and researchers who intend to enter the field of theoretical physics can also pick up this book. The first eight chapters include variational method, Hilbert space and operators, ordinary linear differential equations, Bessel functions, Dirac delta function, the Green's function in mathematical physics, norm, integral equations. Beside these traditional contents, the last two chapters introduce some recent achievements of scientific research while presenting their mathematical background. Like the basis of number theory and its application in physics, material science and other scientific fields, the fundamental equations in spaces with arbitrary dimensions, not limited to Euclid space; Pseudo spherical coordinates. Plain terminologies were used to present the concept of metric, as well as new and interesting work on the Klein-Gorden equation and Maxwell equation"-- Provided by publisher.