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Winner of the Nobel Prize for Physics in 1965, Richard Feynman was one of the world's greatest theoretical physicists, but he was also a man who fell, often jumped, into adventure. An artist, safecracker, practical joker and storyteller, Feynman's life was a series of combustible combinations made possible by his unique mixture of high intelligence, unquenchable curiosity and eternal skepticism. Over a period of years, Feynman's conversations with his friend Ralph Leighton were first taped and then set down as they appear here, little changed from their spoken form, giving a wise, funny, passionate and totally honest self-portrait of one of the greatest men of our age.

Physicists --- Science --- Feynman, Richard P. --- Feynman, Richard Phillips, --- Feĭnman, Richard P., --- Feynman, R. P. --- פינמן, ריצ'רד פיליפס. --- Physics --- Feynman, Richard P --- (Richard Phillips), 1918 --- -Physicists --- #SBIB:316.23H2 --- Sociologie van de wetenschappen --- -1945-1990 --- 53 --- -Science --- -#WSCH:AAS2 --- Natural science --- Science of science --- Sciences --- 53 Physics --- Biography --- Humor --- Feynman, Richard Phillips --- #WSCH:AAS2 --- Feynman, Richard Phillips. --- -Feynman, Richard P. --- Biography. --- Humor. --- Physiciens --- 1945-1990 --- Anecdotes --- Anecdotes. --- 53 Fysica. Natuurkunde --- Fysica. Natuurkunde

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Quantum mechanics. Quantumfield theory --- Mathematical physics --- Open systems (Physics) --- Quantum theory --- Feynman integrals --- Quantum dynamics --- Quantum mechanics --- Quantum physics --- Physics --- Mechanics --- Thermodynamics --- Systems, Open (Physics) --- Irreversible processes --- Statistical mechanics --- Statistical physics --- Feynman diagrams --- Multiple integrals

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Richard P. Feynman made profoundly important and prescient contributions to the physics of computing, notably with his seminal articles "There's Plenty of Room at the Bottom" and "Simulating Physics with Computers." These two provocative papers (both reprinted in this volume) anticipated, decades before their time, several breakthroughs that have since become fields of science in their own right, such as nanotechnology and the newest, perhaps most exciting area of physics and computer science, quantum computing." "Both a tribute to Feynman and a new exploration of the limits of computers by some of today's most influential scientists, Feynman and Computation continues the pioneering work started by Feynman and published by him in his own Lectures on Computation. This new computation volume consists of both original chapters and reprints of classic papers by leaders in the field. Feynman and Computation will generate great interest from the scientific community and provide essential background for further work in this field.

Quantum mechanics. Quantumfield theory --- Physics --- Mathematical physics --- Computers. --- Quantum computers. --- Informatique quantique. --- Physique --- Physique mathématique --- Ordinateurs. --- Data processing. --- Computer simulation --- Informatique --- Simulation par ordinateur --- Feynman, Richard P. --- Feynman, Richard Phillips --- Informatique. --- Simulation par ordinateur. --- Computer simulation. --- Physics. --- Physique. --- Feynman, Richard Phillips,

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Algebraic topology --- Discrete mathematics --- Graph theory --- Electric networks --- 515.14 --- Feynman integrals --- Picard-Lefschetz theory --- Lefschetz theorem, Picard --- -Lefschetz theory, Picard --- -Picard-Lefschetz theorem --- Geometry, Algebraic --- Graphs, Theory of --- Theory of graphs --- Combinatorial analysis --- Topology --- Feynman diagrams --- Multiple integrals --- Network theory --- Networks, Electric --- Electric circuits --- Electric lines --- Electric power distribution --- System analysis --- Extremal problems --- Algebraic topology. --- Electric networks. --- Feynman integrals. --- Graph theory. --- Picard-Lefschetz theory. --- 515.14 Algebraic topology --- Feynman, Intégrales de --- Réseaux électriques (circuits) --- Graphes, Théorie des --- Topologie algébrique --- Feynman, Intégrales de --- Graphes, Théorie des --- Réseaux électriques (circuits) --- Topologie algébrique

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Quantum mechanics. Quantumfield theory --- Mathematical physics --- Feynman diagrams --- Many-body problem --- #WSCH:AAS2 --- 530.19 --- n-body problem --- Problem of many bodies --- Problem of n-bodies --- Mechanics, Analytic --- Matrices --- Quantum theory --- Fundamental functions in general. Potential. Gradient. Intensity. Capacity etc. --- Feynman diagrams. --- Many-body problem. --- 530.19 Fundamental functions in general. Potential. Gradient. Intensity. Capacity etc. --- Problème des N corps --- Feynman, Diagrammes de --- Fundamental functions in general. Potential. Gradient. Intensity. Capacity etc --- Problème à N corps --- Problème à N corps. --- Feynman, Diagrammes de. --- Problème à N corps.