<p>This Communications Standard Dictionary is renowned as one of the most comprehensive dictionary covering communications technologies available. A one-of-a-kind reference, this dictionary remains unmatched in the breadth and scope of its coverage and its primary reference for communications, computer, data processing, and control systems professionals.</p>

Communications Standard Dictionary

Weik, Martin H.

Reference

Van Nostrand

Passive Solar Design Handbook

Crafts, Hobbies & Home

Los Alamos National Laboratory

BRUCE

Home Improvement & Design

Transistor Circuit Analysis and Design

Engineering & Transportation

Fitchen, Franklin C.

Engineering

Based on the earlier 1940 and 1947 called "Elements of Acoustical Engineering" by Harry F. Olson

Acoustical engineering

Olson, Harry Ferdinand

This manual contains the complete illustrated solutions to all the problems in the sixth edition of Craig's Soil Mechanics.

Soil Mechanics

Science & Math

Craig, R.F.

Earth Sciences

The role of mathematics in art, many photos and illustrations

Mathematics in Art

Holt, Michael

Decorative Art and Modern Interiors 1978

Arts & Photography

Schofield, Maria

Decorative Arts & Design

Ornamental shrubs: Hardy in temperate climates

PHILLIPS,LUCAS & BARBER,PETER

Solid state magnetism is important and attempts to understand magnetic properties have led to an increasingly deep insight into the fundamental make up of solids. Both experimental and theoretical research into magnetism continue to be very active, yet there is still much ground to cover before there can be a full understanding. There is a strong interplay between the developments of materials science and of magnetism. Hundreds of new materials have been dis covered, often with previously unobserved and puzzling magnetic prop erties. A large and growing technology exists that is based on the magnetic properties of materials. Very many devices used in everyday life involve magnetism and new applications are being invented all the time. Under standing the fundamental background to the applications is vital to using and developing them. The aim of this book is to provide a simple, up-to-date introduction to the study of solid state magnetism, both intrinsic and technical. It is designed to meet the needs and interests of advanced undergraduate students reading physics; of postgraduates in physical and materials sciences and in engineering; and also those of the practising scientist specializing in another area who requires an introduction to magnetism.

Solid State Magnetism

John Crangle

Physics

<p>Most texts on algebraic topology emphasize homological algebra, with topological considerations limited to a few propositions about the geometry of simplicial complexes. There is much to be gained however, by using the more sophisticated concept of cell (CW) complex. Even for simple computations, this concept ordinarily allows us to bypass much tedious algebra and often gives geometric insight into the homology and homotopy theory of a space. For example, the easiest way to calculate and interpret the homology of Cpn, complex projective n-space, is by means of a cellular decomposition with only n+ 1 cells. Also, by a suitable construction we can "realize" the sin gular complex of a space as a CW complex and perhaps thus give a more geometric basis for some arguments involving singular homology theory for general spaces and a more concrete basis for singular ho motopy type. As a fInal example, if we start with the category of sim plicial complexes and maps, common topological constructions such as the formation of product spaces, identifIcation spaces, and adjunction spaces lead us often into the category of CW complexes. These topics, among others, are usually not treated thoroughly in a standard text, and the interested student must fInd them scattered through the literature. This book is a study of CW complexes. It is intended to supplement and be used concurrently with a standard text on algebraic topology.</p>

The Topology of CW Complexes

Lundell, A.T.

Weingram, S.

Mathematics

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