Products related to Proofs:
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Program Proofs
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Proofs and Theories
A collection of essays in which the author writes of her own upbringing, her human and literary antecedents, and also dwells on lives and poems.The book includes writings on T.S. Eliot, George Oppen, Sylvia Plath, Robinson Jeffers, Wallace Stevens, and John Berryman.
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The Nuts and Bolts of Proofs : An Introduction to Mathematical Proofs
The Nuts and Bolts of Proofs: An Introduction to Mathematical Proofs, Fifth Edition provides basic logic of mathematical proofs and how they work.The book offers techniques for both reading and writing proofs, discusses techniques in proving if/then statements by contrapositive and proofing by contradiction, includes the negation statement, and/or, examines various theorems, such as the if and only-if, equivalence theorems, existence theorems, and the uniqueness theorems.In addition, the use of counter examples, mathematical induction, composite statements including multiple hypothesis and multiple conclusions, and equality of numbers are also covered.The book also provides mathematical topics for practicing proof techniques. Included here are the Cartesian products, indexed families, functions, and relations.The last chapter of the book provides review exercises on various topics.Undergraduate students in engineering and physical science will find this book accessible as well as invaluable.
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Proofs of A Conspiracy
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Proofs from THE BOOK
This revised and enlarged sixth edition of Proofs from THE BOOK features an entirely new chapter on Van der Waerden’s permanent conjecture, as well as additional, highly original and delightful proofs in other chapters. From the citation on the occasion of the 2018 "Steele Prize for Mathematical Exposition" “… It is almost impossible to write a mathematics book that can be read and enjoyed by people of all levels and backgrounds, yet Aigner and Ziegler accomplish this feat of exposition with virtuoso style. […] This book does an invaluable service to mathematics, by illustrating for non-mathematicians what it is that mathematicians mean when they speak about beauty.”From the Reviews"...Inside PFTB (Proofs from The Book) is indeed a glimpse of mathematical heaven, where clever insights and beautiful ideas combine in astonishing and glorious ways.There is vast wealth within its pages, one gem after another. ... Aigner and Ziegler... write: "... all we offer is the examples that we have selected, hoping that our readers will share our enthusiasm about brilliant ideas, clever insights and wonderful observations." I do. ... "Notices of the AMS, August 1999"... This book is a pleasure to hold and to look at: ample margins, nice photos, instructive pictures and beautiful drawings ...It is a pleasure to read as well: the style is clear and entertaining, the level is close to elementary, the necessary background is given separately and the proofs are brilliant. ..."LMS Newsletter, January 1999"Martin Aigner and Günter Ziegler succeeded admirably in putting together a broad collection of theorems and their proofs that would undoubtedly be in the Book of Erdös.The theorems are so fundamental, their proofs so elegant and the remaining open questions so intriguing that every mathematician, regardless of speciality, can benefit from reading this book. ..." SIGACT News, December 2011
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Existential Inertia and Classical Theistic Proofs
This book critically assesses arguments for the existence of the God of classical theism, develops an innovative account of objects’ persistence, and defends new arguments against classical theism.The authors engage the following classical theistic proofs: Aquinas’s First Way, Aquinas’s De Ente argument, and Feser’s Aristotelian, Neo-Platonic, Augustinian, Thomistic, and Rationalist proofs. The authors also provide the first systematic treatment of the ‘existential inertia thesis’. By connecting the thesis to relativity theory and recent developments in the philosophy of physics, and by developing a variety of novel existential-inertia-friendly explanations of persistence, they mount a formidable new case against classical theistic proofs.Finally, they defend new arguments against classical theism based on abstract objects and changing divine knowledge.The text appeals to students, researchers, and others interested in classical theistic proofs, the existence and nature of God, and the ultimate explanations of persistence, change, and contingency.
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Corrected Proofs, Previously Unpublished, Uncollected, Unwanted
Revenge publishing? A new genre? Or has it been around since writers first put pen to paper?Isn’t all writing to some degree a means to avenge an oversight or a rejection, intending to set the record straight?A number of pieces in this collection which were commissioned, accepted, and paid for, never appeared for one reason or another, whether devious or common: books don’t always cross the finish line.Years go by. Patience evaporates. Corrected Proofs aims to seek remedy. In addition to previously unpublished pieces, a number of essays and interviews were written specially for this collection: on Lutz Bacher and Charles Ray, with Arnold J.Kemp. There are heroes and villains, from the assassins John Wilkes Booth and Lee Harvey Oswald, to Felix Gonzalez-Torres, Cady Noland and Steven Parrino.Here the reader encounters usual suspects in unexpected context—Marcel Duchamp, Ed Ruscha and Andy Warhol—and artists recently rediscovered—Bob Smith and Stephen Varble—alongside Lee Lozano, the January 6 insurrection, and The Fall.
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Taking the “Oof!” Out of Proofs
This book introduces readers to the art of doing mathematical proofs.Proofs are the glue that holds mathematics together.They make connections between math concepts and show why things work the way they do.This book teaches the art of proofs using familiar high-school concepts, such as numbers, polynomials, functions, and trigonometry.It retells math as a story, where the next chapter follows from the previous one. Readers will see how various mathematical concepts are tied and will see that mathematics is not a pile of formulas and facts; rather, it has an orderly and beautiful edifice. The author begins with basic rules of logic and then progresses through the topics already familiar to the students: numbers, inequalities, functions, polynomials, exponents, and trigonometric functions.There are also beautiful proofs for conic sections, sequences, and Fibonacci numbers.Each chapter has exercises for the reader. Reviewer Comments:I find the book very impressive.The choice and sequence of topics is excellent, and it is wonderful to have all of these things together in one volume.Theorems are clearly stated, and proofs are accurate. – Michael ComenetzThe thoroughness of the narrative is one of the main strengths of the book.The book provides a perfect illustration of mathematical thinking.Each step of a given derivation is precise and clear. – Julie GershunskayaDraganov’s book stands out from the many competing books.Draganov’s goal is to show that mathematics depends on the notion of proof.Unlike other transition books, he addresses mathematical topics at an accessible level, rather than topics studied later in the university curriculum. – Ken Rosen
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Similar search terms for Proofs:
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What is spatial visualization ability?
Spatial visualization ability refers to the capacity to mentally manipulate and comprehend spatial relationships between objects. Individuals with strong spatial visualization skills can easily visualize and understand how objects relate to each other in space, such as rotating or manipulating shapes in their mind. This ability is crucial in various fields such as engineering, architecture, and mathematics, as it allows individuals to solve complex problems and understand spatial concepts more effectively. Improving spatial visualization ability can enhance problem-solving skills and overall cognitive performance.
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What are the proofs for destiny and what are the proofs for randomness?
The proofs for destiny often come from religious or spiritual beliefs, which suggest that there is a predetermined path or plan for each individual. Some people also point to experiences or events in their lives that seem to be too coincidental to be random, leading them to believe in destiny. On the other hand, the proofs for randomness often come from scientific and statistical evidence. Randomness can be observed in natural phenomena, such as the unpredictable behavior of particles at the quantum level. Additionally, statistical analysis of events and outcomes can show patterns that are consistent with randomness rather than a predetermined plan.
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What are proofs of gases?
Proofs of gases refer to evidence or demonstrations that show the existence or properties of gases. This can include physical observations such as the expansion of a gas to fill its container, the ability of gases to exert pressure, or the changes in volume and pressure with temperature. Additionally, chemical reactions involving gases can also serve as proofs, such as the combustion of a gas or its reaction with other substances. Overall, proofs of gases are the empirical evidence and experimental results that support our understanding of the behavior and characteristics of gases.
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What are proofs by induction?
Proofs by induction are a mathematical technique used to prove that a statement holds for all natural numbers. The proof typically involves two steps: the base case, where the statement is shown to be true for the smallest natural number, and the inductive step, where it is shown that if the statement holds for a particular natural number, then it also holds for the next natural number. This process allows us to conclude that the statement holds for all natural numbers. Proofs by induction are commonly used in various areas of mathematics, such as algebra, calculus, and number theory.
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Are these proofs of God?
The concept of God is a matter of personal belief and faith, and therefore cannot be proven or disproven through scientific or logical proofs. The arguments presented in the question, such as the cosmological argument and the teleological argument, are attempts to provide rational justifications for the existence of God, but they are not definitive proofs. Ultimately, belief in God is a deeply personal and subjective matter, and different individuals may find different types of evidence or reasoning compelling in forming their beliefs.
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Is spatial visualization important for engineers?
Yes, spatial visualization is important for engineers as it allows them to mentally manipulate and understand complex 3D objects and structures. Engineers often need to design and analyze various components and systems, and spatial visualization skills help them to conceptualize and communicate their ideas effectively. Whether it's designing a new product, creating blueprints for a building, or solving complex problems, spatial visualization is a crucial skill that allows engineers to think critically and innovate in their field.
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Are there also scientific proofs for God, if there are already scientific proofs for him?
The existence of God is a matter of faith and belief, rather than scientific proof. While some people may argue that certain scientific phenomena or philosophical arguments point to the existence of a higher power, these are not universally accepted as scientific proofs for God. Science and religion operate in different realms, with science focusing on empirical evidence and testable hypotheses, while religion deals with matters of faith and spirituality. Therefore, the question of scientific proofs for God remains a topic of philosophical and theological debate rather than scientific consensus.
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What are the proofs for Taxfix?
Taxfix provides several proofs to ensure the accuracy and reliability of its tax filing services. These include using certified tax advisors to review all tax returns, offering a maximum refund guarantee to customers, and providing secure encryption technology to protect sensitive data. Additionally, Taxfix is registered with the appropriate tax authorities and follows all legal requirements to operate as a tax filing service.
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