domingo, 28 de setembro de 2014
1000 Solved Problems in Classical Physics: An Exercise Book Ahmad A. Kamal
LINK ORIGINAL
http://libgen.org/book/index.php?md5=20074C9A1907426D7D226BBFD33AC256
LINK DIRECTO
http://bookzz.org/md5/20074C9A1907426D7D226BBFD33AC256
LINK ALTERNATIVO
https://mega.co.nz/#!Cw03VZqR!vQSRO54RTYcNrWgddWsbXUUHEOnYoxR5LiR5oYUa9dw
Connections in Classical and Quantum Field Theory L. Mangiarotti, G. Sardanashvily
Connections in Classical and Quantum Field Theory
L. Mangiarotti, G. Sardanashvily
LINK ORIGINAL
http://bookzz.org/md5/62B4BA1C17A60850F9773288965C4FF1
LINK ALTERNATIVO
https://mega.co.nz/#!LgMWybpY!1-Q9S-ySSBsjyfs6fRQiaoCvEmy2q7SE-isQsX3ynmY
Basic Concepts of Quantum Mechanics Tarasov
The aim of this book is to acquaint the reader with the concepts and ideas of quantum mechanics and the physical properties of matter; to reveal the logic of its new ideas, to show how these ideas are embodied in the mathematical apparatus of linear operators and to demonstrate the working of this apparatus using a number of examples and problems of interest to engineering students.
Author: L. V. Tarasov
Keywords: quantum mechanics; physics; classical physics; mathematics; uncertainity principle; linear operators;
Publisher: Mir Publishers
Language: English
Book contributor: Mirtitles
Collection: opensource
LINK ORIGINAL
https://archive.org/details/BasicConceptsOfQuantumMechanics
Fock – Fundamentals of Quantum Mechanics V.A. FOX
Fock – Fundamentals of Quantum Mechanics Vladimir Aleksandrovich Fock was one of the group of brilliant physics theoreticians whose work built the magnificent edifice of the quantum theory. This book was translated from the Russian by Eugene Yankovsky. The book was published by first Mir Publishers in 1978 with a reprint in 1982
ENCONTRADO ORIGINALMENTE EN:http://mirtitles.org/2013/01/01/fock-fundamentals-of-quantum-mechanics/
LINK DIRECTO EN PDF:
https://mega.co.nz/#!Wkkk3DLD!xLa3UcobwYKhC3s9ILx0LenCy_tGcQXtGADW2JTq2Fs
Mechanics And Theory Of Relativity (1989)A. N. Matveev
Mechanics And Theory Of Relativity (1989)A. N. Matveev
Author: A. N. Matveev
Keywords: physics; mechanics; theory of relativity; special relativity; newtons laws; conservation laws; angular momentum
Publisher: Mir Publishers
LINK
https://archive.org/details/MatveevMechanicsAndTheoryOfRelativity
sábado, 27 de setembro de 2014
Problems in Mathematical Analysis – Demidovich (Editor)
Problems in Mathematical Analysis – Demidovich (Editor)
We now come to Problems in Mathematical Analysis edited by B. P. Demidovich. The list of authors is G. Baranenkov, B. Demidovich, V. Efimenko, S. Kogan, G. Lunts, E. Porshneva, E. Sychera, S. Frolov, R. Shostak and A. Yanpolsky.
This collection of problems and exercises in mathematical analysis
covers the maximum requirements of general courses in higher
mathematics for higher technical schools. It contains over 3,000
problems sequentially arranged in Chapters I to X covering branches
of higher mathematics (with the exception of analytical geometry)
given in college courses. Particular attention is given to the most
important sections of the course that require established skills
(the finding of limits, differentiation techniques, the graphing of
functions, integration techniques, the applications all of definite
integrals, series, the solution of differential equations).
Assinar:
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