# data[].attributes.description
Written in the musical speech of the poet's home region of Kiltartan, County Galway, this collection of stories centers on country schoolmaster Red Hanrahan and his supernatural experiences. William Butler Yeats recounts "The Twisting of the Rope," "Red Hanrahan's Curse," "Hanrahans Vision," and other enchanting tales.Additional fables include those of The Secret Rose and Rosa Alchemica, featuring Yeats's personal interpretations of Celtic mythology and occult legends. These engaging fantasies will particularly appeal to those with a taste for Celtic/Irish stories, fairy tales, and yarns with an air of the mystic.

# data[].attributes.description
A supplement for elementary and intermediate courses in differential equations, this text features more than 900 problems and answers. Suitable for undergraduate students of mathematics, engineering, and physics, this volume also represents a helpful tool for professionals wishing to brush up on their problem-solving skills.The book is divided into twenty sections, each preceded by a clear and logical explanation of the basic ideas needed for solving the problems within the section. Many fully explained illustrative problems appear throughout the text. Subjects include applied routine and nonroutine problems in vibrations, electrical engineering, mechanics, and physics. Stars indicate advanced problems. Short mathematical and numerical tables are provided at the end of the book.

# data[].attributes.description
This classic 1953 text for advanced undergraduates has been used by generations of physics majors. Requiring only some background in general physics and calculus, it offers in-depth coverage of electricity and magnetism and features problems at the end of each chapter.Starting with an introductory chapter on electrostatics, the treatment advances to the electrostatic field of free charges; dielectric theory; electrostatic energy, force, and capacitance; electric current; and direct-current circuits. Subsequent topics include steady-state magnetism, electromagnetic induction, magnetic properties of matter, transient currents, analysis of alternating-current circuits, Maxwell's equations, and electromagnetic waves.

# data[].attributes.description
Brief but intriguing, this monograph on the theory of elliptic functions was written by one of America's most prominent and widely read mathematicians. Richard Bellman encompasses a wealth of material in a succession of short chapters, spotlighting high points of the fundamental regions of elliptic functions and illustrating powerful and versatile analytic methods. Suitable for advanced undergraduates and graduate students in mathematics, this introductory treatment is largely self-contained. Topics include Fourier series, sufficient conditions, the Laplace transform, results of Doetsch and Kober-Erdelyi, Gaussian sums, and Euler's formulas and functional equations. Additional subjects include partial fractions, mock theta functions, Hermite's method, convergence proof, elementary functional relations, multidimensional Poisson summation formula, the modular transformation, and many other areas.

# data[].attributes.description
Love blossoms amid a tropical paradise in this tale of two children stranded on a remote South Pacific island. Richard and Emmeline escape from a burning ship and learn to fend for themselves, as they fish, swim, dive for pearls, and explore their idyllic home in the Blue Lagoon. But with the passing of time, the innocents begin to experience strange emotions and discover a new dimension to their relationship.H. De Vere Stacpoole's popular 1908 romance inspired two sequels as well as four movie versions. His lyrical descriptions of the restless sea, the enchanting desert island, and the charming young lovers are complemented by captivating images envisioned by a master from the Golden Age of Illustration, Willy Pogany.

# data[].attributes.name
The Quantum Mechanics of Many-Body Systems

# data[].attributes.description
Written by a co-winner of the 2016 Nobel Prize in physics, this monograph introduces advanced undergraduates and graduate students of physics to the "many-body" theory in theoretical physics. The treatment addresses problems and solutions related to nuclear and atomic physics, the electron theory of metals, and the theories of liquid helium three and four. A unified account of the field rather than a description of parallel methods, the text's main thematic approaches include the self-consistent field and its generalizations, perturbation theory and the use of Feynman diagrams, and the use of Green functions to describe excitations of a many-body system. The primary emphasis is on the theories of atomic nuclei, the electron gas, superconductivity, and liquid helium three. A familiarity with the principles of nonrelativistic quantum mechanics and statistical mechanics is assumed, but a detailed knowledge of nuclear and solid state physics is unnecessary.

# data[].attributes.name
W. E. B. Du Bois: Selections from His Writings

# data[].attributes.description
A towering figure in African-American history, W. E. B. Du Bois (18681963) created a substantial literary legacy beyond such seminal works as The Souls of Black Folk. This volume highlights his other nonfiction writings and should be of great value to students in secondary school and college as well as to other readers. Contents include:Strivings of the Negro People (1897); A Negro Schoolmaster in the New South (1899); The Song of the Smoke (1899); The Black North: A Social Study (1901); The Sorrow Songs (1903); The Talented Tenth (1903); Credo (1904); Address of the Niagara Movement to the Country (1906); Religion in the South (1907); The Value of Agitation (1907); The Case (1907); The Burden of Black Women (1907); Evolution of the Race Problem (1909); Politeness (1911); Jesus Christ in Georgia (1911); The Upbuilding of Black Durham: The Success of the Negroes and Their Value to a Tolerant and Helpful Southern City (1912); Intermarriage (1913); Socialism and the Negro Problem (1913); Woman Suffrage (1915); Booker T. Washington (1915); The Shadow of Years (1918); Returning Soldiers (1919); Let Us Reason Together (1919); The Souls of White Folk (1920); The Damnation of Women (1920); and Again, Social Equality (1920).

# data[].attributes.description
The citizens of ancient Greece and Roman raised public speaking to an art form, and their addresses continue to rank among the world's most illustrious examples of oratory. From Demosthenes' First Philippic, a rousing call to Athenians to resist foreign invaders, to Cicero's Catiline Orations, which exposed an internal plot to overthrow the Roman government, this compilation comprises 22 of antiquity's most eloquent speeches.Featured orations include Pericles' "Funeral Speech," as preserved in Thucydides' History of the Peloponnesian War; Socrates' "The Apology," in which the philosopher defended himself against charges of corrupting Athenian youth; Julius Caesar's speech to the Roman senate, "On the Punishment of the Catiline Conspirators"; and Publius Cornelius Scipio's "To His Soldiers," delivered before a decisive battle against Hannibal and the Carthaginians. Additional orations by other generals and statesmen examine the concepts of justice, political rectitude, and social order.

# data[].attributes.description
This introduction to algebraic geometry makes particular reference to the operation of inversion and is suitable for advanced undergraduates and graduate students of mathematics. One of the major contributions to the relatively small literature on inversive geometry, the text illustrates the field's applications to comparatively elementary and practical questions and offers a solid foundation for more advanced courses.The two-part treatment begins with the applications of numbers to Euclid's planar geometry, covering inversions; quadratics; the inversive group of the plane; finite inversive groups; parabolic, hyperbolic, and elliptic geometries; the celestial sphere; flow; and differential geometry. The second part addresses the line and the circle; regular polygons; motions; the triangle; invariants under homologies; rational curves; conics; the cardioid and the deltoid; Cremona transformations; and the n-line.

# data[].attributes.name
Boundary Value Problems of Heat Conduction

# data[].attributes.description
Intended for first-year graduate courses in heat transfer, this volume includes topics relevant to chemical and nuclear engineering and aerospace engineering. The systematic and comprehensive treatment employs modern mathematical methods of solving problems in heat conduction and diffusion. Starting with precise coverage of heat flux as a vector, derivation of the conduction equations, integral-transform technique, and coordinate transformations, the text advances to problem characteristics peculiar to Cartesian, cylindrical, and spherical coordinates; application of Duhamel's method; solution of heat-conduction problems; and the integral method of solution of nonlinear conduction problems. Additional topics include useful transformations in the solution of nonlinear boundary value problems of heat conduction; numerical techniques such as the finite differences and the Monte Carlo method; and anisotropic solids in relation to resistivity and conductivity tensors. Illustrative examples and problems amplify the text, which is supplemented by helpful appendixes.

# data[].attributes.description
This sweeping panorama of horse-related history and lore will captivate readers of all ages. Starting with the miniature Eohippus, the narrative traces the evolution of the horse from prehistory through its roles and representations in Greek mythology, the Middle Ages, early America and the Wild West, and beyond. Profiles include race horses, working and war horses, and a variety of breeds and strains.Each of the chapters may be read individually as well as consecutively. Numerous charming black-and-white illustrations accompany these true tales of Egyptian pharaohs, medieval knights, cowboys and Indians, and other historic figures and their equine companions.

# data[].attributes.description
The behavior and dynamics of magnetic fluids receive a coherent, comprehensive treatment in this high-level study, which encompasses electromagnetism and fields. One of the best classic introductions to the subject, the text covers most aspects of particle interaction, from magnetic repulsion to quasi-stable equilibriums and ferrohydrodynamic instabilities. The self-contained approach is suitable for graduate students and researchers in physics, engineering, and applied mathematics.The initial chapters offer careful preparation in the most important aspects of magnetism and include introductory material on fluid dynamics. These provide the groundwork for the development of a rigorous description of stress in magnetic fields, leading to formulation of the equations of motion and treatment of the surface boundary conditions. Coverage of numbers of equilibrium flows emphasizes use of the generalized Bernoulli equation as a unifying concept. The text concludes with an examination of the basic instability flow and a pair of helpful appendixes.

# data[].attributes.description
New Thought author Ralph Waldo Trine's groundbreaking bestseller explores the "golden thread" that runs through every religion. Millions of readers have benefited from this book's guidanceand you, too, can follow its path to enlightenment. Read this timeless spiritual classic to discover how to:  Attain wisdom and interior illumination Achieve bodily health and vigor Find the path to prosperity

# data[].attributes.name
Modern Methods in Partial Differential Equations

# data[].attributes.description
Upon its initial 1977 publication, this volume made recent accomplishments in its field available to advanced undergraduates and beginning graduate students of mathematics. Requiring only some familiarity with advanced calculus and rudimentary complex function theory, it covered discoveries of the previous three decades, a particularly fruitful era. Now it remains a permanent, much-cited contribution to the ever-expanding literature on partial differential equations. Author Martin Schechter chose subjects that will motivate students and introduce them to techniques with wide applicability to problems in partial differential equations as well as other branches of analysis. Uniform in theme and outlook, the text features problems that consider existence, uniqueness, estimates, and regularity of solutions. Topics include existence of solutions, regularity of constant and variable coefficients, the Cauchy problem, properties of solutions, boundary value problems in a half-space, the Dirichlet problem, general domains, and general boundary value problems.

# data[].attributes.description
This unique monograph by a noted UCLA professor examines in detail the mathematics of Kerr black holes, which possess the properties of mass and angular momentum but carry no electrical charge. Suitable for advanced undergraduates and graduate students of mathematics, physics, and astronomy as well as professional physicists, the self-contained treatment constitutes an introduction to modern techniques in differential geometry. The text begins with a substantial chapter offering background on the mathematics needed for the rest of the book. Subsequent chapters emphasize physical interpretations of geometric properties such as curvature, geodesics, isometries, totally geodesic submanifolds, and topological structure. Further investigations cover relativistic concepts such as causality, Petrov types, optical scalars, and the Goldberg-Sachs theorem. Four helpful appendixes supplement the text.

# data[].attributes.subtitle
As Applied to Gamma, Beta, Legendre and Bessel Functions

# data[].attributes.description
Nearly 200 problems, each with a detailed, worked-out solution, deal with the properties and applications of the gamma and beta functions, Legendre polynomials, and Bessel functions. The first two chapters examine gamma and beta functions, including applications to certain geometrical and physical problems such as heat-flow in a straight wire. The following two chapters treat Legendre polynomials, addressing applications to specific series expansions, steady-state heat-flow temperature distribution, gravitational potential of a circular lamina, and application of Gauss's mechanical quadrature formula with pertinent table. The final chapters explore Bessel functions, discussing differentiation formulas, generating functions, relations to Legendre polynomials, and other applications.This volume constitutes a useful tool for professional engineers and experimental physicists. Students of mathematics, physics, and engineering will particularly benefit from the book's expanded solutions.

# data[].attributes.name
Anatomy, Perspective and Composition for the Artist

# data[].attributes.description
Splendid color illustrations by a distinguished painter and teacher highlight this volume of practical instruction in the foundations of art. Perfect for intermediate-level and advanced artists wishing to take their work to the next level, this manual combines detailed anatomy studies with guidance in the principles and practice of perspective and the art of composition.Author Stan Smith interprets the traditions of European art from the Renaissance onward, providing step-by-step diagrams that develop students' understanding and familiarity with concepts and techniques. Technical and expressive qualities receive equal emphasis. In addition to its value as a source of instruction, this book also functions as an essential reference.

# data[].attributes.name
Thermodynamics of Small Systems, Parts I & II

# data[].attributes.description
This authoritative summary of the basics of small system, or nonmacroscopic, thermodynamics was written by the field's founder. Originally published in two volumes, the text remains essential reading in an area in which the practical aim is to derive equations that provide interconnections among various thermodynamic functions.Part I introduces the basics of small system thermodynamics, exploring environmental variables, noting throughout the ways in which small thermodynamic systems differ operationally from macroscopic systems. Part II explores binding on macromolecules and aggregation, completes the discussion of environmental variables, and includes brief summaries of certain special topics, including electric and magnetic fields, spherical drops and bubbles, and polydisperse systems.

# data[].attributes.description
Principle of Aeroelasticity constitutes an attempt to bring order to a group of problems which have coalesced into a distinct and mature subdivision of flight-vehicle engineering. The authors have formulated a unifying philosophy of the field based on the equations of forced motion of the elastic flight vehicle. A distinction is made between static and dynamic phenomena, and beyond this the primary classification is by the number of independent space variables required to define the physical system. Following an introductory chapter on the field of aeroelasticity and its literature, the book continues in two major parts. Chapters 2 through 5 give general methods of constructing static and dynamic equations and deal specifically with the laws of mechanics for heated elastic solids, forms of aerodynamic operators, and structural operators. Chapters 6 through 10 survey the state of aeroelastic theory. The chapters proceed from simplified cases which have only a small, finite number of degrees of freedom, to one-dimensional systems (line structures), and finally to two-dimensional systems (plate- and shell-like structures). Chapter 9 combines some of the previous results by treating the unrestrained elastic vehicle in flight. All these chapters assume linear systems with properties independent of time, but Chapter 10 takes up the subject of systems which must be represented by nonlinear equations or by equations with time-varying coefficients.

# data[].attributes.description
One of the best books on a relatively new branch of mathematics, this text is the work of a leading authority in the field of topos theory. Suitable for advanced undergraduates and graduate students of mathematics, the treatment focuses on how topos theory integrates geometric and logical ideas into the foundations of mathematics and theoretical computer science.After a brief overview, the approach begins with elementary toposes and advances to internal category theory, topologies and sheaves, geometric morphisms, and logical aspects of topos theory. Additional topics include natural number objects, theorems of Deligne and Barr, cohomology, and set theory. Each chapter concludes with a series of exercises, and an appendix and indexes supplement the text.