689,80 zł

Psychology of B F Skinner SAGE Publications Inc

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Behaviourists, or more precisely Skinnerians, commonly consider Skinner's work to have been misrepresented, misunderstood, and to some extent defamed. In this book, the author clarifies the work of B F Skinner, and puts it into historical and philosophical context. Though not a biography, the book discusses Skinner himself, in brief. But the bulk of the book illuminates Skinner's contributions to psychology, his philosophy of science, his experimental research programme (logical positivism) and the behavioural principles that emerged from it, and applied aspects of his work. It also rebuts criticism of Skinner's work, including radical behaviourism, and discusses key developments by others that have derived from it. As such, the book is a text on behaviourism, rather than on Skinner.

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120,69 zł

Electronic Structures and the Properties of Solids Dover Publications Inc.

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Part I. Electron states 1. The quantum-mechanical basis A. Quantum mechanics B. Electronic structure of atoms C. Electronic structure of small molecules D. The simple polar bond E. Diatomic molecules 2. Electronic structure of solids A. Energy bands B. Electron dynamics C. Characteristic solid types D. Solid state matrix elements E. Calculation of spectraPart II. Covalent solids 3. Electronic structure of simple tetrahedral solids A. Crystal structures B. Bond orbitals C. The LCAO bands D. The bond orbital approximation and extended bond orbitals E. Metallicity F. Planar and filamentary structures 4. Optical spectra A. Dielectric susceptibility B. Optical properties and oscillator strengths C. Features of the absorption spectrum D. chi subscript 1 and the dielectric constant 5. Other dielectric properties A. Bond dipoles and higher-order susceptibilities B. Effective atomic charge C. Dielectric screening D. Ternary compounds E. Magnetic susceptibility 6. The energy bands A. Accurate band structures B. LCAO Interpretation of the bands C. The conduction bands D. Effective masses E. Impurity states and excitons 7. The total energy A. The overlap interaction B. Bond length, cohesive energy, and the bulk modulus C. Cohesion in polar covalent solids 8. Elasticity A. Total energy calculations B. Rigid hybrids C. Rehybridization D. The Valence force field E. Internal displacements, and prediction of c subscript 44 9. Lattice Vibrations A. The Vibration spectrum B. Long range forces C. Phonons and the specific heat D. The transverse charge E. Piezoelectricity F. The Electron-phonon interaction 10. Surfaces and defects A. Surface energy and crystal shapes B. Surface reconstruction C. The elimination of surface states, and Fermi level pinning D. Adsorption of atoms and the 7 x 7 reconstruction pattern E. Defects and amorphous semiconductors F. Photothresholds and heterojunctions 11. Mixed tetrahedral solids A. Tetrahedral complexes B. The crystal structure and the simple molecular lattice C. The bonding unit D. Bands and electronic spectra E. Mechanical properties F. Vibrational spectra G. Coupling of vibrations to the infraredPart III Closed-shell systems 12. Inert-gas solids A. Interatomic interactions B. Electronic properties 13. Ionic compounds A. The crystal structure B. Electrostatic energy and the Madelung potential C. Ion-Ion Interactions D. Cohesion and Mechanical Properties E. Structure Determination and Ionic Radii 14. Dielectric properties of ionic crystals A. Electronic structure and spectra B. Dielectric susceptibility C. Effective charges and ion softening D. Surfaces and molten ionic compoundsPart IV Open-shell systems 15. Simple metals A. History of the theory B. The Free-electron theory of metals C. Electrostatic energy D. The empty-core pseudopotential E. Free-electron energy F. Density, bulk modulus, and cohesion 16. Electronic structure of metals A. Pseudopotential perturbation theory B. Pseudopotentials in the perfect lattice C. Electron diffraction by pseudopotentials D. Nearly-free-electron bands and Fermi surfaces E. Scattering by defects F. Screening 17. Mechanical properties of metals A. The band-structure energy B. The effective interaction between ions, and higher-order terms C. The phonon spectrum D. The electron-phonon interaction and the electron-phonon coupling constant E. Surfaces and liquids 18. Pseudopotential theory of covalent bonding A. The prediction of interatomic matrix elements B. The Jones zone gap C. Covalent and polar contributions D. Susceptibility E. Bonding properties F. Ionic bonding G. Interfaces and Heterojunctions 19. Transition-metal compounds A. d States in solids B. Monoxides: Miltiplet d States C. Perovskite structures; d Bands D. Other compounds E. The Perovskite ghost F. The chemical grip G. The electrostatic stability of Perovskites H. The electron-phonon interaction 20 Transition metals A. The bands B. The electronic properties and density of states C. Cohesion, bond length, and compressibility D. Muffin-Tin Orbitals and the Atomic Sphere Approximation E. d Resonances and transition-metal pseudopotentials F. Local moments and magnetismAppendix A. The One-electron approximationAppendix B. Nonorthogonality of basis statesAppendix C. The overlap interactionAppendix D. Quantum-mechanical formulation of pseudopotentialsAppendix E. Orbital corrections Solid state table of the elements Bibliography and author index Subject index

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51,75 zł

Sketching as a Hobby Dover Publications Inc.

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Tailored to both beginner- and intermediate-level illustrators, this highly enjoyable guide and reference was written by Arthur L. Guptill, co-founder of Watson-Guptill Publications and one of the leading art instruction authors of the twentieth century. F

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73,25 zł

Geometry of Complex Numbers Dover Publications Inc.

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INTRODUCTION: NOTE ON TERMINOLOGY AND NOTATIONSCHAPTER I. ANALYTIC GEOMETRY OF CIRCLES§ 1. Representation of Circles by Hermitian Matrices a. One circle b. Two circles c. Pencils of circles Examples§ 2. The Inversion a. Definition b. Simple properties of the inversion Examples§ 3. Stereographic Projection a. Definition b. Simple properties of the stereographic projection c. Stereographic projection and polarity Examples§ 4. Pencils and Bundles of Circles a. Pencils of circles b. Bundles of circles Examples§ 5. The Cross Ratio a. The simple ratio b. The double ratio or cross ratio c. The cross ratio in circle geometry ExamplesCHAPTER II. THE MOEBIUS TRANSFORMATION§ 6. Definition: Elementary Properties a. Definition and notation b. The group of all Moebius transformations c. Simple types of Moebius transformations d. Mapping properties of the Moebius transformations e. Transformation of a circle f. Involutions Examples§ 7. Real One-dimensional Projectivities a. Perpectivities b. Projectivities c. Line-circle perspectivity Examples§ 8. Similarity and Classification of Moebius Transformations a. Introduction of a new variable b. Normal forms of Moebius transformations c. "Hyperbolic, elliptic, loxodromic transformations" d. The subgroup of the real Moebius transformations e. The characteristic parallelogram Examples§ 9. Classification of Anti-homographies a. Anti-homographies b. Anti-involutions c. Normal forms of non-involutory anti-homographies d. Normal forms of circle matrices and anti-involutions e. Moebius transformations and anti-homographies as products of inversions f. The groups of a pencil Examples§ 10. Iteration of a Moebius Transformation a. General remarks on iteration b. Iteration of a Moebius transformation c. Periodic sequences of Moebius transformations d. Moebius transformations with periodic iteration e. Continuous iteration f. Continuous iteration of a Moebius transformation Examples§ 11. Geometrical Characterization of the Moebius Transformation a. The fundamental theorem b. Complex projective transformations c. Representation in space ExamplesCHAPTER III. TWO-DIMENSIONAL NON-EUCLIDEAN GEOMETRIES§ 12. Subgroups of Moebius Transformations a. The group U of the unit circle b. The group R of rotational Moebius transformations c. Normal forms of bundles of circles d. The bundle groups e. Transitivity of the bundle groups Examples§ 13. The Geometry of a Transformation Group a. Euclidean geometry b. G-geometry c. Distance function d. G-circles Examples§ 14. Hyperbolic Geometry a. Hyperbolic straight lines and distance b. The triangle inequality c. Hyperbolic circles and cycles d. Hyperbolic trigonometry e. Applications Examples§ 15. Spherical and Elliptic Geometry a. Spherical straight lines and distance b. Additivity and triangle inequality c. Spherical circles d. Elliptic geometry e. Spherical trigonometry ExamplesAPPENDICES1. Uniqueness of the cross ratio2. A theorem of H. Haruki3. Applications of the characteristic parallelogram4. Complex Numbers in Geometry by I. M. YaglomBIBLIOGRAPHYSUPPLEMENTARY BIBLIOGRAPHYINDEX

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37,48 zł

Galois Theory Dover Publications Inc.

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I. Linear Algebra A. Fields B. Vector Spaces C. Homogeneous Linear Equations D. Dependence and Independence of Vectors E. Non-homogeneous Linear Equations F. DeterminantsII. Field Theory A. Extension fields B. Polynomials C. Algebraic Elements D. Splitting fields E. Unique Decomposition of Polynomials into Irreducible Factors F. Group Characters G. Applications and Examples to Theorem 13 H. Normal Extensions I. Finite Fields J. Roots of Unity K. Noether Equations L. Kimmer's Fields M. Simple Extensions N. Existence of a Normal Basis O. Theorem on natural IrrationalitiesIII. Applications. By A. N. Milgram A. Solvable Groups B. Permutation Groups C. Solution of Equations by Radicals D. The General Equation of Degree n E. Solvable Equations of Prime Degree F. Ruler and Compass Construction

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63,00 zł

Introduction to Differential Geometry for Engineers Dover Publications Inc.

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Preface List of Figures 1. Introduction 2. Manifolds and Their Maps 3. Tangent Spaces 4. Vector Fields 5. Exterior Algebra 6. Lie Groups and Actions 7. Homogeneous Spaces 8. Grassmannian Techniques 9. Concluding Remarks 10. Appendix: Vector Calculus Bibliography Index

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116,77 zł

How to be a Billionaire John Wiley & Sons Inc

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"A truly enlightening work filled with fundamental strategies that have worked for others.Martin Fridson documents the essential principles inherent in every billionaire's success." -Gordon Bethune Chairman of the Board and CEO Continental Airlines Self-made billionaires all have one thing in common: they excel at making money. But hard work, thrift, and focus are only part of the story-you hold the rest of it in your hands. How to Be a Billionaire is the first comprehensive picture of the real strategies and tactics that built the great business fortunes of modern times. Packed with engaging accounts of titans like Ross Perot, Richard Branson, Phil Anschutz, John D. Rockefeller, Wayne Huizenga, Bill Gates, J. Paul Getty, and Kirk Kerkorian, How to Be a Billionaire will show you principles that can increase your wealth and business acumen to the mogul level. How to Be a Billionaire looks at the careers, the methods, and the minds of self-made billionaires to distill the common keys to titanic accumulations of wealth. Each chapter explores a specific strategy and brings it to life through extended profiles of past and present masters of the art of making money.Do you think innovation is the best way to prosper in business? Sam Walton, founder of the Wal-Mart retail chain, would tell you otherwise. The key to Walton's success was supreme devotion to copying the methods of other successful discounters. What could be less complicated than buying low and selling high? But the ascent of Warren Buffett, John Kluge, and Laurence Tisch to billionaire status depended on much more than an eye for good bargains. And if you're looking to thrive by outmanaging the competition, look no further than Richard Branson. When the founder of Virgin Atlantic needed to reduce his staff by 400 people, 600 volunteered to take off a few months on sabbatical. How to Be a Billionaire identifies the methods, beliefs, and behaviors every businessperson must understand and emulate to reach the pinnacle of riches. A manual for success that can benefit every aspiring tycoon, it is a fascinating read for anyone intrigued by wealth and how it's gotten. Praise for HOW TO BE A BILLIONAIRE "How to Be a Billionaire offers fascinating insight into the subject of building wealth.As a result of his exhaustive research, Martin Fridson is able to explain the wealth-creation process from a unique perspective. As the reader will discover, there is no single formula for success, but there are certain categories into which these concepts can be placed. My personal advice is to remember the words of Winston Churchill who said, 'Success is the ability to go from one failure to another with no loss of enthusiasm.'" -Ross Perot "Martin Fridson has created the ultimate roadmap to the American Dream. He comes as close to extracting a formula for the acquisition of wealth as any book I have ever read." -Jeff Sagansky CEO, Paxson Communications "Martin Fridson's book has a number of very insightful and thoughtful analyses, something you don't pick up in many business schools." -Philip F. Anschutz Chairman and CEO, The Anschutz Corporation "How to Be a Billionaire is a powerful arsenal of dead-on strategies for increasing your personal wealth and business acumen. Marty Fridson details the tactics of self-made billionaires with great intelligence and insight. I wish this book had been available when I was starting my career."-Spencer Hays Founder, Tom James Company Executive Chairman, Southwestern/Great American, Inc. Chairman, Athlon Publications

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199,40 zł

Seasonality: Systems, Strategies, and Signals (Wiley Trading) Wiley

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Podana cena książki jest orientacyjna, zależy od kilku czynników. Po zakupie obsługa sklepu skontaktuje się, jeśli konieczna będzie dopłata. Review "If you've ever wondered about the validity of seasonals or how to trade them, buy this book now!"

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120,59 zł

Five Victorian Ghost Novels Dover Publications Inc.

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Full texts of The Uninhabited House, Mrs. Riddell; The Amber Witch, J. Meinhold; Monsieur Maurice, Amelia Edwards; A Phantom Lover, Vernon Lee; The Ghost of Muir House, Charles W. Beale. 6 illustrations.

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635,53 zł

Market Research Toolbox SAGE Publications Inc

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Understanding marketing research to make better business decisions An ideal resource for busy managers and professionals seeking to build and expand their marketing research skills, The Market Research Toolbox, Fourth Edition describes how use market research to make more strategic business decisions. A comprehensive collection of essential market research techniques, skills, and applications helps readers solve real-world business problems in the dynamic and rapidly changing business atmosphere. Based on real-world experience, author Edward F. McQuarrie gives special attention to business-to-business markets, technology products, Big Data, and other web-enabled approaches for readers who don't have the time or resources to make the translation from mass markets, simple products, and stable technologies to their own rather different situation. Readers will gain the background context and questions needed to be asked before their research, as well as develop strategies for sorting through the enormous amount of specialized material on market research.

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120,59 zł

Linear Programming and Economic Analysis Dover Publications Inc.

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ForewordPreface 1 Introduction 2 Basic Concepts of Linear Programming 3 The Valuation Problem; Market Solutions 4 The Algebra of Linear Programming 5 The Transportation Problem 6 Linear-programming Analysis of the Firm 7 Application to the Firm; Valuation and Duality 8 Nonlinear Programming 9 The Statical Leontief System 10 The Statical Leontief System (Continued) 11 Dynamic Aspects of Linear Models 12 Efficient Programs of Capital Accumulation 13 Linear Programming and the Theory of General Equilibrium 14 Linear Programming and Welfare Economics 15 Elements of Game Theory 16 Interrelations between Linear Programming and Game Theory "APPENDIX A: Chance, Utility, and Game Theory "APPENDIX B: The Algebra of Matrices Bibliography Index

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81,49 zł

Zen Essence Shambhala Publications Inc

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Drawn from the records of Chinese Zen masters of the Tang and Song dynasties, this collection may surprise some readers. In contrast to the popular image of Zen as an authoritarian, monastic tradition deeply rooted in Asian culture, these passages portray Zen as remarkably flexible, adaptive to contemporary and individual needs, and transcending cultural boundaries. The readings contained in Zen Essence emphasize that the practice of Zen requires consciousness alone and does not depend on a background in Zen Buddhism and Asian culture. The true essence of Zen resides in the relationship between mind and culture, whatever that culture might be. This unique collection of writings creates a picture of Zen not as a religion or philosophy, but as a practical science of freedom.

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145,21 zł

Quantam Mechanics and Path Integrals Dover Publications Inc.

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Richard Feynman (1918-88) received the 1965 Nobel Prize in Physics for his contributions to the development of quantum electrodynamics. One of the best-known scientists of his generation, Feynman assisted in the development of the atomic bomb and was a prominent member of the panel that investigated the 1986 Challenger disaster.Known worldwide as the voice of NASA's Jet Propulsion Lab, Albert R. Hibbs (1924-2003) studied for his doctorate under Feynman's tutelage and transcribed and edited Feynman's lectures in quantum electrodynamics.Daniel F. Styer holds a Ph.D. from Cornell University and is the John and Marianne Schiffer Professor of Physics at Oberlin College. Richard P. Feynman: The Scientist's Scientist One of the most famous scientists of the twentieth century, and an inexhaustible source of wonderful quotes, Richard Feynman shared the 1965 Nobel Prize in Physics with Julian Schwinger and Sin-Itiro Tomonaga for his contributions to the development of quantum electrodynamics. 1965 was also the year in which Feynman and A. R. Hibbs first published Quantum Mechanics and Path Integrals, which Dover reprinted in a new edition comprehensively emended by Daniel F. Styer in 2010. In the Author's Own Words:"Our freedom to doubt was born out of a struggle against authority in the early days of science. It was a very deep and strong struggle. It is our responsibility as scientists to proclaim the value of this freedom; to teach how doubt is not to be feared but welcomed and discussed; and to demand this freedom as our duty to all coming generations." "I think I can safely say that nobody understands quantum mechanics." "Our imagination is stretched to the utmost, not, as in fiction, to imagine things which are not really there, but just to comprehend those things which are there." "To those who do not know mathematics it is difficult to get across a real feeling as to the beauty, the deepest beauty, of nature. . . . If you want to learn about nature, to appreciate nature, it is necessary to understand the language that she speaks in."

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109,63 zł

Eternal Drama Shambhala Publications Inc

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Zeus, Aphrodite, Apollo, Artemis, Athena--do the gods and goddesses of Greece have anything to say to us that we haven't already heard? In this book, based on a series of his lectures, the eminent Jungian analyst and writer Edward F. Edinger revisits all the major figures, myths, oracles, and legends of the ancient Greek religion to discover what they can still reveal--representing, as they do, one of the religious and mythic foundations of Western culture. Building on C. G. Jung's assertion that mythology is an expression of the deepest layers of mind and soul, Dr. Edinger follows the mythic images into their persistent manifestations in literature and on into our modern lives. He finds that the gods indeed continue to speak as we grow in our capacity to listen and that the myths express the inner energies within all of us as much as ever. Heracles is eternally performing his labors, Perseus is still confronting Medusa, Theseus is forever stalking the Minotaur, and Persephone is still being carried off to life in a new realm.

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235,96 zł

Handbook of Mathematical Functions Dover Publications Inc.

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Preface; Foreword; Introduction1. Mathematical Constants. David S. Liepman 2. Physical Constants and Conversion Factors. A. G. McNish 3. Elementary Analytical Methods. Milton Abramowitz 4. Elementary Transcendental Functions. Logarithmic, Exponential, Circular and Hyperbolic Functions. Ruth Zucker 5. Exponential Integral and Related Functions. Walter Gautschi and William F. Cahill 6. Gamma Function and Related Functions. Philip J. Davis 7. Error Function and Fresnel Integrals. Walter Gautschi 8. Legendre Functions. Irene A. Stegun 9. Bessel Functions of Integer Order. F. W. J. Olver 10. Bessel Functions of Fractional Order. H. A. Antosiewicz 11. Integrals of Bessel Functions. Yudell L. Luke 12. Struve Functions and Related Functions. Milton Abramowitz 13. Confluent Hypergeometric Functions. Lucy Joan Slater 14. Coulomb Wave Functions. Milton Abramowitz 15. Hypergeometric Functions. Fritz Oberhettinger 16. Jacobian Elliptic Functions and Theta Functions. L. M. Milne-Thomson 17. Elliptic Integrals. L. M. Milne-Thomson 18. Weierstrass Elliptic and Related Functions. Thomas H. Southard 19. Parabolic Cylinder Functions. J. C. P. Miller 20. Mathieu Functions. Gertrude Blanch 21. Spheroidal Wave Functions. Arnold N. Lowan 22. Orthogonal Polynomials. Urs W. Hochstrasser 23. Bernoulli and Euler Polynomials, Riemann Zeta Function. Emilie V. Haynsworth and Karl Goldberg 24. Combinatorial Analysis. K. Goldberg, M. Newman and E. Haynsworth 25. Numerical Interpolation, Differentiation and Integration. Philip J. Davis and Ivan Polonsky 26. Probability Functions. Marvin Zelen and Norman C. Severo 27. Miscellaneous Functions. Irene A. Stegun 28. Scales of Notation. S. Peavy and A. Schopf 29. Laplace Transforms Subject index; Index of Notations

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