George Phillips

to Cera1l1ics by George C. Phillips ~ V AN NOSTRAND REINHOLD ~ ~ ____ New York Copyright ('> 1991 by Van Nostrand Reinhold Softcover reprint of the hardcover 1 st edition 1991 Library of COnRreSS Catalog Card Number 91*19587 ISBN*13: 978*94*011--6975*2 All rights eserve r d. No part of this work covered by the copyright hereon may be rcproduccd or uscd in any form or by any means-graphic. electronic. or meehaniclli. including photocopying. recording. taping. or information storage and retrieval systems-without written permission of the publisher. Manufactured in the United States of America Published by Van Nostrand Reinhold 115 Fifth Avenue New York. New York 10003 Chapman and Ha ll 2-6 Boundary Row London. SEI SHN. England Thomas Nelson Australia 102 Dodds Street South Melbourne 3205 Victoria. Australia Nelson Canada 1120 Birchmounl Road Scarborough. Ontario M IK 5G4. Canada 16 15 14 13 12 II 10 9 8 7 6 5 4 3 2 Library or Congress Cataloging-in* Publication Data Phillips. George C .. 1937- A concise inlrodu!;tion to ceramics/by George C. Phillips. p. cm. Includes bibliographical referen!;es and index. ISBN-13: 978-94-011--6975-2 e-ISBN-13: 978-94-011--6973-8 001:10: 1007/978-94-011--6973-8 I. Cerami!;s. L Tille.

This volume contains a collection of short notes on select biblical passages from the Old Testament by one of the most celebrated authors of the Syriac tradition. The work includes both the Syriac text and an annotated English translation.

It is often said that mathematics and music go together, and that people with a special aptitude for mathematics often have similar gifts in music. Some music is very profound, and listeners find that there is far more in it than they appreciated at a first hearing. A similar point can be made about an understanding of mathematics. This book introduces the reader to various topics in mathematics and is intended for precocious high school students and college students just beginning their study of mathematics. The topics discussed in this book include a variety of results in number theory involving squares, and also complex numbers, early algebraic ideas such as the Euclidean algorithm, geometrical constructions created by the Greeks, and more recent topics such as group theory.

It is often said that mathematics and music go together, and that people with a special aptitude for mathematics often have similar gifts in music. Some music is very profound, and listeners find that there is far more in it than they appreciated at a first hearing. A similar point can be made about an understanding of mathematics. This book introduces the reader to various topics in mathematics and is intended for precocious high school students and college students just beginning their study of mathematics. The topics discussed in this book include a variety of results in number theory involving squares, and also complex numbers, early algebraic ideas such as the Euclidean algorithm, geometrical constructions created by the Greeks, and more recent topics such as group theory.