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Author(s) Book :Mark Patton
Publish Year :1993 Publisher : Routledge
You can check by ISBN10/ISBN13 : 0415067294/9780415067294
Pages :224

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From Publishers Weekly

If Sternberg is right, IQ tests measure only "inert intelligence," academic knowledge that does not necessarily lead to goal-directed action or real-world problem-solving. Professor of psychology and education at Yale, he argues that a different type of brain power, "successful intelligence," determines one's ability to cope in career and in life. "Successfully intelligent" people capitalize on their strengths and correct or compensate for their weaknesses; self-motivating and flexible in their work style, they create their own opportunities, actively seek out role models, recognize and accurately define problems and know when to persevere. Of particular interest is Sternberg's contention that successful intelligence can be nurtured and developed in our schools by providing students with curricula that will challenge their creative and practical capabilities, not just their analytical skills. Although successful intelligence, as defined here, eventually comes to sound like a catch-all category for positive mental habits, this insightful, savvy guide will help readers avoid self-sabotage and translate thought into action. BOMC and QPB alternates.
Copyright 1996 Reed Business Information, Inc.
--This text refers to an out of print or unavailable edition of this title.

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When the subject is human intelligence, our society, argues Yale psychology professor Sternberg, is far too fixated on IQ. Such tests--and most other academic measures of achievement--typically gauge one's ability to memorize material, what the author terms "inert intelligence." Unfortunately, memorization does not equal success in life. According to Sternberg, people need to develop and nurture three types of intelligence for personal and professional success: analytical, creative, and practical. He defines each and provides commonsense ways for people to foster them. Another key is mental flexibility: being able to adapt to situations and to rethink that which we thought we already knew. Writing simply and without a bit of jargon, Sternberg successfully challenges the common notions of what intelligence is and isn't Brian McCombie
--This text refers to an out of print or unavailable edition of this title.

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Author(s) Book :Fiona Czerniawska
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Many problems for partial difference and integro-difference equations can be written as difference equations in a normed space. This book is devoted to linear and nonlinear difference equations in a normed space. Our aim in this monograph is to initiate systematic investigations of the global behavior of solutions of difference equations in a normed space. Our primary concern is to study the asymptotic stability of the equilibrium solution. We are also interested in the existence of periodic and positive solutions. There are many books dealing with the theory of ordinary difference equations. However there are no books dealing systematically with difference equations in a normed space. It is our hope that this book will stimulate interest among mathematicians to develop the stability theory of abstract difference equations. Note that even for ordinary difference equations, the problem of stability analysis continues to attract the attention of many specialists despite its long history. It is still one of the most burning problems, because of the absence of its complete solution, but many general results available for ordinary difference equations (for example, stability by linear approximation) may be easily proved for abstract difference equations.The main methodology presented in this publication is based on a combined use of recent norm estimates for operator-valued functions with the following methods and results:a) the freezing method;b) the Liapunov type equation;c) the method of majorants;d) the multiplicative representation of solutions.In addition, we present stability results for abstract Volterra discrete equations. The book consists of 22 chapters and an appendix. In Chapter 1, some definitions and preliminary results are collected. They are systematically used in the next chapters.In, particular, we recall very briefly some basic notions and results of the theory of operators in Banach and ordered spaces. In addition, stability concepts are presented and Liapunov's functions are introduced. In Chapter 2 we review various classes of linear operators and their spectral properties. As examples, infinite matrices are considered. In Chapters 3 and 4, estimates for the norms of operator-valued and matrix-valued functions are suggested. In particular, we consider Hilbert-Schmidt, Neumann-Schatten, quasi-Hermitian and quasiunitary operators. These classes contain numerous infinite matrices arising in applications. In Chapter 5, some perturbation results for linear operators in a Hilbert space are presented. These results are then used in the next chapters to derive bounds for the spectral radiuses. 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Chapter 20 provides some results regarding the Volterra--Stieltjes equations. The Volterra--Stieltjes equations include Volterra difference and Volterra integral equations. We obtain estimates for the norms of solutions of the Volterra--Stieltjes equation. Chapter 21 is devoted to difference equations with continuous time. In Chapter 22, we suggest some conditions for the existence of nontrivial and positive steady states of difference equations, as well as bounds for the stationary solutions. - Deals systematically with difference equations in normed spaces - Considers new classes of equations that could not be studied in the frameworks of ordinary and partial difference equations- Develops the freezing method and presents recent results on Volterra discrete equations- Contains an approach based on the estimates for norms of operator functions

Author(s) Book :Michael Gil
Publish Year :2007 Publisher : Butterworth Heinemann
You can check by ISBN10/ISBN13 : 0444527133/9780444527134
Pages :377

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Osprey's Aircraft of the Aces series combines full colour artwork, the best archival contemporary photography, and first hand accounts from aces to bring history's greatest airborne conflicts to life.

Author(s) Book :John Weal
Publish Year :1999 Publisher : Osprey
You can check by ISBN10/ISBN13 : 1855327538/9781855327535
Pages :106

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Download Supramolecular Chemistry Pages

Supramolecular Chemistry


eBook Title for Download :Supramolecular Chemistry (Format : djvu , Language : English)

Plot :

Supramolecular chemistry is a central theme not only in chemistry, but in neighboring disciplines including physics and the biological sciences. The author has introduced this notion and has been awarded the Nobel Prize for his achievements in this area. He presents here the concepts, lines of development and perspectives of this highly interdisciplinary and burgeoning field of research. Topics include: - molecular recognition - catalysis and transport processes - molecular and supramolecular devices - self-processes By placing the basic concepts into a broader perspective, the author succeeds in inspiring, stimulating and challenging the creative imagination of his reader.

From the Back Cover

Jean-Marie Lehn Supramolecular Chemistry Concepts and Perspectives Chemistry Beyond the Molecule "Where nature finishes producing its own species, man begins, using natural things and with the help of this nature, to create an infinity of species." Leonardo da Vinci Molecular chemistry rules the covalent bond. Supramolecular chemistry is "chemistry beyond the molecule", whose goal is to gain control over the intermolecular non-covalent bond. It is concerned with the entities of higher complexity than molecules themselves—supramolecular species and assemblies held together and organized by means of intermolecular, binding interactions. It is a highly interdisciplinary field of science and technology, bridging chemistry with biology and physics. Supramolecular chemistry embodies the creative power of chemistry. By its very essence, by its ability to create and through the beauty of its objects, chemistry is an art as well as a science. Indeed, it fashions entire new worlds that do not exist before they are shaped by the hand of the chemist, just as matter, shaped by the hand of the sculptor, becomes a work of art. This is powerfully expressed by the sculpture of Auguste Rodin on the cover picture.

Author(s) Book :Jean-Marie Lehn
Publish Year :1995 Publisher : Wiley-VCH
You can check by ISBN10/ISBN13 : 3527293116/9783527293117
Pages :281

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