264 pages | Ginn and company (1918) | ISBN: 1112324577 | PDF | 5.6 MB

The material included comprises the simpler and more important parts of plane trigonometry and analytic geometry, followed by an introduction to the differential calculus, including differentiation of the simpler algebraic functions and applications to problems of rates and maxima and minima.

126 pages | CK-12 Foundation (December 7, 2009) | ISBN: N/A | PDF | 9.9 MB

Basic Physics is intended to be used as one small part of a multifaceted strategy to teach physics conceptually and mathematically. Contents: Units; SHM Wave; Light Nature; Optics; Force; Motion; Projectile Motion; Momentum; Energy; Heat; Circular Motion; Gravity; Electrostatics; DC Electric Circuits.

592 pages | Dover Publications (February 2003) | ISBN: 0486495329 | PDF | 28.1 MB

Rigorous, systematic study by renowned physicist offers advanced students a thorough background in mechanics, electrodynamics, quantum mechanics, and statistical mechanics, stressing atomic, nuclear, and microscopic matters. 56 figures. 1961 edition.

532 pages | Oxford University Press (May 2003) | ISBN: 0198507828 | PDF | 3.8 MB

Finding topology to be a very economical means for obtaining important information about complicated many-body systems, Volovik (low- temperature physics, Helsinki U. of Technology; and Landau Institute for Theoretical Physics, Moscow) discuss the general consequences of topology on the quantum vacuum in quantum liquids, and the parallels in particle physics and cosmology. Among the consequences he addresses are topological defects; the low-dimensional world of quasiparticles living in the core of vortices, domain walls, and other branes; quantum phase transitions; and emergent non-trivial spacetimes.

315 pages | The MacMillan Company (1914) | ISBN: 1409724670 | PDF | 10.9 MB

The book for the mathematically eager who know some algebra. The first edition appeared in 1910, and overall a million copies have been sold. Most talk of continuum and its infinities is suppressed. A remarkable and original user-friendly approach to the study of calculus.