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Resurrectio Divi Quirini Francisci Baconi, Baronis de Verulam, Vic...

By: Georg Cantor, Thomas Randolph
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Contents

Mathematics document containing theorems and formulas.

Excerpt: Tight and Taut Submanifolds; Remembering Nicolaas Kuiper; Thomas F. Banchoff; and Geometry in Curvature Theory ...

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Die Irrationalen Quadratwurzeln Bei Archimedes und Heron

By: Hermann Weissenborn
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Introduction to Mechanics and Symmetry Q

By: Jerrold E. Marsden

Physics Literature

Excerpt: Symmetry and mechanics have been close partners since the time of the founding masters: Newton, Euler, Lagrange, Laplace, Poisson, Jacobi, Hamilton, Kelvin, Routh, Riemann, Noether, Poincare, Einstein, Schraodinger, Cartan, Dirac, and to this day, symmetry has continued to play a strong role, especially with the modern work of Kolmogorov, Arnold, Moser, Kirillov, Kostant, Smale, Souriau, Guillemin, Sternberg, and many others. This book is about these development...

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Vorlesungen über Mathematische Physik

By: Kirchhoff, G. (Gustav), 1824-1887; Planck, Max, 1858-1947; Hensel, Kurt, 1861-1941; Wien, W. (Wilhelm), 1864-1928
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Current Textbooks in Algorithmic Algebra Xv

Mathematics document containing theorems and formulas.

Excerpt: Syzygies; Bounds In Polynomial Ideal Theory; Some Bounds In Polynomial Ideal Theory; The Hilbert?Serre Theorem; Homogeneous Sets; Cone Decomposition; Exact Decomposition Of Nf(I ); Exact Decomposition Of Ideals; Bounding The Macaulay Constants; Term-Rewriting Systems; A Quadratic Counter; Uniqueness Property; Lower Bounds; and Appendix A: Properties Of S0.

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Archimeds Zwey Bücher Über Kugel Und Cylinder : Ebendesselben Krei...

By: Archimedes, Evangelista Torricelli, Luca Valerio, André Tacquet
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Oeuvres de Blaise Pascal; Publiees Suivant L'Ordre Chronologique, ...

By: Pascal, Blaise, 1623-1662; Brunschvicg, Leon, 1869-1944; Boutroux, Pierre, 1880-1922; Gazier, Felix

University of Connecticut Libraries ; University of Connecticut Libraries ; Boston Library Consortium

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Le Opere Di Galileo Galilei : Vol. 9

By: Galileo Galilei
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Annalen der Physik und Chemie

By: Johann Christian Poggendorff
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Hermann Grassmanns Gesammelte Mathematische und Physikalische Werke

By: Hermann Grassmann, Jakob Lroth, Justus Grassmann, Eduard Study
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The Purpose of This Book Is to Provide

By: Jerrold E. Marsden

Mathematics document containing theorems and formulas.

Excerpt: The purpose of this book is to provide core material in nonlinear analysis for mathematicians, physicists, engineers, and mathematical biologists. The main goal is to provide a working knowledge of manifolds, dynamical systems, tensors and differential forms. Some applications to Hamiltonian mechanics, fluid mechanics, electromagnetism, plasma dynamics and control theory are given in Chapter 8, using both invariant and index notation...

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Joseph Louis Lagrange's Zustze zu Eulers Elementen der Algebra : U...

By: Joseph Louis Lagrange, Leonhard Euler, Arthur Oettingen; Translated by Arthur Oettingen
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Leonhard Euler's Mechanik Oder Analytische Darstellung der Wissens...

Vol. 3 has added t.-p. Leonhard Euler's Theorie der Bewegung fester oder starrer Kao'rper.

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Vector Fields and Dynamical Systems

Mathematics document containing theorems and formulas.

Excerpt: This chapter studies vector fields and the dynamical systems they determine. The ensuing chapters will study the related topics of tensors and differential forms. A basic operation introduced in this chapter is the Lie derivative of a function or a vector field. It is introduced in two different ways, algebraically as a type of directional derivative and dynamically as a rate of change along a flow. The Lie derivative formula asserts the equivalence of these two...

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Introduction to Continuum Mechanics

Mathematics document containing theorems and formulas.

Excerpt: That d is a natural operator from the functor LkTL into functor Lk+1TL. If k > 0...

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Treatise on Light

By: Huygens, Christiaan, 1629-1695

Osmania University ; Digital Library of India

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Sidelights on Relativity

By: Einstein, Albert, 1879-1955; Jeffery, G. B. (George Barker), 1891; Perrett, W.
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Newton's Principia : The Mathematical Principles of Natural Philosophy

By: Newton, Isaac, Sir 1642-1727; Hill, Theodore Preston. Early American Mathematics Books. Cu Banc
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Tensors

Mathematics document containing theorems and formulas.

Excerpt: In the previous chapter we studied vector fields and functions on manifolds. In this chapter these objects are generalized to tensor fields, whic h are sections of vector bundles built out of the tangent bundle. This study is continued in the next chapter when we discuss differential forms, which are tensors with special symmetry properties. One of the objectives of this chapter is to extend the pull-back and Lie derivative operations from functions and vector fields to tensor fields.

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