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* Puzzles Of Mathematics Theorem Numbers Algebra Equations * 200 Rare Books Dvd

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Seller: vintagephilia ✉️ (10,767) 98.4%, Location: Blaine, Washington, US, Ships to: WORLDWIDE & many other countries, Item: 233178839616 * PUZZLES OF MATHEMATICS THEOREM NUMBERS ALGEBRA EQUATIONS * 200 RARE BOOKS DVD. * HISTORY OF MATHEMATICS THEOREM NUMBERS ALGEBRA EQUATIONS * 200 RARE BOOKS DVD This is the ultimate rare historical books collection for all books lovers! Consisting of rare and ancient original books derived from the 1800's and 1900's or earlier. These books have been digitized for your viewing pleasure. Books are in PDF/TXT file format, which is easily accessible, readable, and printable right off your computer.  ~ Titles Include ~ The significance of the mathematical element in the philosophy of Plato by Irving Miller 1904 Scientific Amusements in Philosophy and Mathematics Recreations in Mathematics by HE Licks 1917 Mathematical Wrinkles for Teachers and Private Learners by Samuel I Jones 1912 Mathematical Recreations and Essays by WW Rouse Ball 1920 A Famous Paradox - Zeno's Attempt to Disprove the Theory of Motionm, Diogenes Reply...article in Science and industry 1900 Evolutionary naturalism by Roy Wood Sellar 1922 Theology and Mathematics, article in the Catholic world 1910 A Budget of Paradoxes, Volume 1 by Augustus De Morgan 1915 Hegel's Treatment of the Categories of Quantity, article in Mind 1904 New Mathematical Pastimes by Percy MacMahon 1921 The Definition of Infinity, article in The Journal of Philosophy 1918 Number's, Variables and Russell's Philosophy, by Robert Porterfield Richardson 1915 A Tangled Tale (Mathematical Puzzles) by Lewis Carroll 1885 The Canterbury Puzzles, and other Curious Problems by Henry Enrest Dudeney 1919 The World's Best Puzzles, article in the Strand Magazine 1908 Amusements in Mathematics by Henry E Dudeney 1917 A New Demonstration of the Binomial Theorem by T Knight 1816 Popular scientific recreations in natural philosophy, astronomy, geology, chemistry by Gaston Tissandier 1883 Binomial Theorem and Logarithms by William Chauvenet 1843 Magic squares and cubes by William Symes Andrews 1908 American Journal of Mathematics, Volume 6 1884 Number Puzzles before the log fire by David Smith 1919 Irrational Numbers by Henry Parker Manning 1906 Geometry Detected by Sherlock Holmes, article in The Mathematics Teacher 1921 General Theory of Modern Covariants by Olive C Hazlett 1921 Classic Unknowns in Mathematics by Professor G.A. Miller 1915 Linear groups, with an exposition of the Galois field theory by L Dickson 1901 How numerals are read; an experimental study of the reading of isolated numerals and numerals in arithmetic problems by Paul W Terry 1922 Introduction to the theory of algebraic equations by L Dickson 1903 Thirteen, article in Chamber's Journal ("Sitting down as the thirteenth at dinner was, we are told in the old Norse mythology, deemed 1 unlucky' by the Scandinavians, because, at a banquet in the Valhalla, Loki, the Scandinavian God of Strife and Evil, intruded himself on one occasion, making the ' thirteenth' guest, and succeeded in his desire to kill, with an arrow of mistletoe, Balder, the God of Peace.") Algebraic equations by George Ballard Matthews 1907 Riemann's P-function by Charles Chapman 1890 The Kabala of Numbers 2 by Sepharial - 1920 The Hexagon Notation, article in The Ohio journal of science 1916 Memoir on Abel's Theorem 1879 The Mystical Relations of Numbers and Letters, article in The New Age magazine 1920 A Graded Series of Geometrical Puzzles, article in Journal of experimental psychology 1916 Non-Euclidean geometry by Henry Parker Manning 1901 The Elements of non-Euclidean Geometry by Julian Coolidge 1909 The Computation of 666 and Its Relation to Antichristian Systems 1891 The Mathematical Theory of Electricity and Magnetism by HW Watson, Volume 1 1885 The Mathematical Theory of Electricity and Magnetism by HW Watson, Volume 2 1885 Functions of a Complex Variable by EJ Townsend 1915 The "Thirteen" Superstition Among the Fair Sex, article in the Belford Magazine Perpetual motion - comprising a history of the efforts to attain self-motive mechanism by Verance Percy 1916 Mathematical Recreations and Essays by WW Rouse Ball 1920 The seven follies of science - a popular account of the most famous scientific impossibilities and the attempts which have been made to solve them. To which is added a small budget of interesting paradoxes, illusions, and marvels by John Phin 1906 Book of riddles and five hundred home amusements containing a choice and curious collection of riddles, charades, enigmas, rebuses, anagrams, transpositions, conundrums, amusing puzzles, queer sleights, recreations in arithmetic, fireside games, and natural magic, embracing entertaining amusements in magnetism, chemistry, second sight, and simple recreations in science for family and social pastime by Wiljalba Frikell 1863 Universal technological dictionary, or, Familiar explanation of the terms used in all arts and sciences, Volume 1 by George Crabb 1833 Universal technological dictionary, or, Familiar explanation of the terms used in all arts and sciences, Volume 2 by George Crabb 1833 A New Mathematical and Philosophical Dictionary, comprising an explantion of the terms and principles of pure and mixed mathematics, and such branches of natural philosophy as are susceptible of mathematical investigation by Peter Barlow 1814 The Educational Significance of Sixteenth century Arithmetic by LL Jackson 1906 Models to Illustrate the Foundations of Mathematics by C Elliott 1914 The Foundations of Mathematics; a contribution to the Philosophy of Geometry by Paul Carus 1908 Researches in geometry by Peshoton Sorabji Goolbai Dubash 1922 Important discoveries in plane and solid geometry by PD Woodlock 1912 Discoveries in Mathematics by Heyer M. Nexsen 1881 A History of Elementary Mathematics by Florian Cajori 1897 A review of the progress of mathematical and physical science in more recent times by James David Forbes 1858 The Profits of Religion; an essay in economic interpretation by Upton Sinclair 1918 A Course of Pure Mathematics by GH Hardy 1921 A general course of pure mathematics from indices to solid analytical geometry by A.L. Bowley 1913 The Psychology of Thinking by Irving Miller 1909 On the Genealogy of Modern Numerals by Sir Edward Clive Bayley 1882 Volume 1 On the Genealogy of Modern Numerals by Sir Edward Clive Bayley 1882 Volume 2 The Story of the Letters and Figures by Hubert Skinner 1905 Number stories of long ago by David E Smith 1919 The Numeral-Words by Melius De Villiers Numbers their Occult Power and Mystic Virtues by W Wynn Westcott 1911 The Necromancy of Numbers and Letters, article in The Open Court 1909 The philosophy of arithmetic by Edward Brooks 1880 The numeration, calendar systems and astronomical knowledge of the Mayas by Charles Bowditch 1910 Achievements of Celebrated Men by James Parton 1883 Sacred chronology and numbers by Louis Alfred Du Pouget 1863 On the Calculation of the Numerical Value of Euler's Constant by W Shanks 1866 On the Calculation of Euler's Constant by J Glaisher 1870 Second Paper on the Numerical Value of Euler's Constant by W Shanks 1871 On Fermat's Theorem of the Polygonal Numbers by F Pollock 1863\ History of the Theory of Numbers Including the Indeterminate and Diophantine Analysis, article in Mathematical Magazine 1887 The Origin and Development of Geometry, article in the Monist 1902 A Compendium of Facts and formulæ in Pure Mathematics by George Robarts Smalley 1862 Plus you get these works of Math in Fiction: The Birds by Aristophanes 1883 Gulliver's travels by Jonathan Swift 1800 (In Laputa people are interested only in 2 things: mathematics and music. Micromegas by Voltaire 1752 The life and opinions of Tristram Shandy, Gentleman by (refer to mathematics, the cycloid, Archimedes, Stevin, Tartaglia, Galileo, Torricelli, Descartes, the Bernoullis and the Marquis de l'Hopital.)\ Tales by Edgar Allan Poe (contains the Purloined Letter and Gold Bug which deal with some Mathematics) 1845 Kavanagh by Henry Wadsworth Longfellow 1893 (in the story Kavanaugh tries to convince his wife that Math can be poetic) Hypatia - New foes with an old face by Charles Kingsley 1915 (Hypatia was a celebrated mathematician of the ancient world, though this story deals mostly with religion) From the earth to the moon and round the moon by Jules Verne 1905 The Tachypomp [A Mathematical Demonstration] by Edward Page Mitchell (in Classic tales by famous authors) 1905 Euclid and His Modern Rivals by Charles Lutwidge Dodgson (aka Lewis Carroll) 1879 Flatland: A Romance of Many Dimensions by Edwin Abbott Abbott 1884 An Old Arithmetician by Mary Eleanor Wilkins Freeman (Included in her _A humble romance, and other stories_) 1915 The Sirdar's chess-board by Elizabeth Wormeley Latimer 1885 Inquirendo Island by William James Roe (Hudor Genone) 1886 The Romance of Mathematics being the original researches of a lady professor of Girtham College in polemical science, with some account of the social properties of a conic; equations to brain waves; social forces; and the laws of political motion by Peter Hampson Ditchfield 1886 The Memoirs of Sherlock Holmes by Arthur Conan Doyle (has: Adventure of the Final Problem with the first appearance of Professor Moriarty who gained fame for his extension of the binomial theorem) Silas P. Cornu's Dry Calculator by Henry Hering 1898 The Wolf's Long Howl (has the story _Professor Morgan's Moon_) by Stanley Waterloo 1899 The Gentle Grafter by O. Henry 1919 (has the story _The Chair of Philanthromathematics_) Space by John Buchan 1911 The Judge's House by Bram Stoker 1914 The Valley of Fear by Sir Arthur Conan Doyle 1916 Day and night stories by Algernon Blackwood (contains the story _A Victim of Higher Space_) 1917 Back to Methuselah by George Bernard Shaw 1921 Plus you get: Brief History Of Mathematics by WW Beman 1910 Newton's Principia 1863 Essays on the Life and Work of Newton by Augustus De Morgan 1914 Pascal by Viscount St. Cyres 1909 An Elementary Treatise on Trilinear Co-ordinates (Pascal's Theorem) by NM Ferrers 1866 The Wave Theory of Light, Memoirs by Huygens, Young and Fresnel 1900 Kepler by WW Bryant 1920 The Martyr's of Science, Galileo, Tycho Brahe and Kepler by Sir David Brester 1841 Lectures on elementary mathematics by Joseph LaGrange 1898 (Some have called LaGrange the greatest mathematician of the 18th century) An Introduction to the Elements of Algebra, designed for the use of those who are acquainted only with the first principles of Arithmetic by Leonhard Euler 1821 (poor quality scan) A History of Japanese Mathematics by David E Smith 1914 The Symbolical Numbers of Scripture by Malcolm White 1868 The Early Mathematical Manuscripts of Leibniz 1920 A Treatise on Probability by John Maynard Keynes 1921 Mathematics and Physical Science in Classical Antiquity by JL Heiberg 1922 The New Testament from the Greek Text as established by Bible Numerics By Ivan Panin 1914 The Last Twelve Verses of Mark Their Genuineness Established By Ivan Panin (Numerics) Famous Geometrical Theorems and Problems by William Rupert 1900 Moses and the 47th Problem of Euclid, article in the New Age Magazine 1913 Some Famous Problems of the Theory of Numbers by GH Hardy 1920 A Short Account of the History of Mathematics by WWR Ball 1915 (Includes a chapter on Arab/Islamic contributions to Math) From Newton to Einstein - Changing Conceptions of the Universe by B Harrow 1920 A History of Greek Mathematics, Volume 1, from Thales to Euclid by Sir Thomas Heath 1921 A History of Greek Mathematics, Volume 2, from Aristarchus to Diophantus by Sir Thomas Heath 1921 Mathematical Dictionary and Cyclopedia of Mathematical Science, comprising definitions of all the terms employed in mathematics - an analysis of each branch, and of the whole, as forming a single science by Charles Davies 1857 Historical Introduction to Mathematical Literature by GA Miller 1916 (Euclid, Archimedes, Apollonius, Diophantus of Alexandria, Vieta, Descartes, Fermat, Newton, Leibniz, Euler, Lagrange, Gauss, Cauchy, Steiner, Abel, Hamilton, Galois, Sylvester, Weierstrass, Cayley, Hermite, Kronecker, Cremona, Lie, Poincare) Geometric exercises in paper folding by R Sundara 1901 The Construction of the Wonderful Canon of Logarithms by John Napier 1889 Introduction to Mathematical Philosophy by Bertrand Russell 1919 The Philosophy of Mathematics by Auguste Comte 1851 The Philosophy of Mathematics by Albert Bledsoe 1868 Descartes, his life and times by Elizabeth Sanderson Haldane 1905 (The History of Modern Mathematics may be said to date from the time of Descartes, for, by the invention of Co-ordinate Geometry, he prepared the way for the discoveries of Newton and Leibnitz, and laid the foundation of our present analytical methods.) The Principles of Mathematics by Bertrand Russell 1903 Volume 1 The Catholic Church and the Gentle Science of Numbers, article in The American Catholic Quarterly Review 1919 The Number-system of Algebra Treated Theoretically and Historically by Henry Fine 1891 Elements of Algebra by Leonhard Euler ( Leonhard Paul Euler (15 April 1707 – 18 September 1783) was a pioneering Swiss mathematician and physicist.) Euclids Book on Division of Numbers by Raymon Clare Archibald 1915 A Foundational Study in the Pedagogy of Arithmetic by Henry B Howell 1914 Mathematical essays and recreations by H Schubert 1808 (Notion and Definition of Number, Monism in Arithmetic, On the Nature of Mathematical Knowledge, The Magic Square, The Fourth Dimension, The Squaring of the Circle) Essays on the Theory of Numbers by R Dedekind 1901 The Thirteen Books of Euclid's Elements, Volume 1 - 1908 (all 3 volumes are poor quality scans) The Thirteen Books of Euclid's Elements, Volume 2 - 1908 The Thirteen Books of Euclid's Elements, Volume 3 - 1908 Three Lectures on Fermat's Last Theorem 1921 Lectures on the Philosophy of Mathematics by James Shaw 1918 History of the Theory of Numbers, Volume 1 by L Dickson 1919 History of the Theory of Numbers, Volume 2 by L Dickson 1919 History of the Theory of Numbers, Volume 3 by L Dickson 1919 Diophantus of Alexandria; a study in the history of Greek algebra with a Supplement containing an account of Fermat's Theorems and problems connected with Diophantine Analysis and some solutions of Diophantine problems by Euler Treatise on Thermodynamics by Max Planck 1905 The Origin and Development of Quantum Theory by Max Planck 1922 The Theory of Spectra and Atomic Constitution by Niels Bohr 1922 The Elements of the Theory of Algebraic Numbers by LW Reid 1910 Fundamental Concepts of Algebra and Geometry by John Wesley Young 1910 On the study and difficulties of mathematics by A DeMorgan 1902 Educational theory implied in theory of knowledge by Jesse Harliaman Coursault 1907 Mathematical Questions and Solutions Volume 10 1868 Mathematical Questions and Solutions Volume 49 1888 The New Calendar of Great Men - Biographies of the 558 Worthies of All Ages and Nations by Frederic Harrison 1892 Mathematical recreations and essays by WWR Ball 1914 (Arithmetical recreations, Geometrical recreations, Mechanical recreations, Chessboard recreations, Magic squares, Unicursal problems, Kirkman's school-girls problem, Miscellaneous problems, The mathematical tripos, Three classical geometrical problems, The parallel postulate, Insolubility of the algebraic quintic, Mersenne's numbers, String figures, Astrology, Cryptographs and ciphers, Hyper-space, Time and its measurement, Matter and ether theories) Mathematical essays and recreations by Hermann Schubert 1898 The First and Second Books of Euclid Explained to Beginners by CP Mason 1872 The First Book of Euclid's Elements, simplified, explained and illustrated by W. Trollope 1847 History of Modern Mathematics by David Smith 1906 Sidelights on Relativity by Albert Einstein 1920 Relativity by Albert Einstein 1920 Easy Lessons in Einstein by Edwin Slosson 1920 The Rudiments of Relativity by John Dalton 1921 A Criticism of Einstein and his Problem by WHV Reade 1922 The Theory of Relativity by Robert Carmichael 1920 Mathematical Prodigies by Frank Mitchell 1907 Higher Mathematics by M Merriman 1898 Intellectual Arithmetic upon an Inductive Method by James Stewart Eaton 1877 Science and Method by Henri Poincare 1914 (He is often described as a polymath, and in mathematics as The Last Universalist, since he excelled in all fields of the discipline as it existed during his lifetime.) The collected mathematical papers of Arthur Cayley - Supplementary Volume 1889 (Arthur Cayley was a British mathematician. He helped found the modern British school of pure mathematics. He proved the Cayley-Hamilton theorem—that every square matrix is a root of its own characteristic polynomial. He was the first to define the concept of a group in the modern way—as a set with a binary operation satisfying certain laws. Formerly, when mathematicians spoke of "groups", they had meant permutation groups. Cayley's theorem was named after Arthur Cayley.) The collected mathematical papers of Arthur Cayley - Volume 1 1889 The collected mathematical papers of Arthur Cayley - Volume 2 1889 The collected mathematical papers of Arthur Cayley - Volume 3 1889 The collected mathematical papers of Arthur Cayley - Volume 4 1891 The collected mathematical papers of Arthur Cayley - Volume 5 1889 The collected mathematical papers of Arthur Cayley - Volume 6 1889 The collected mathematical papers of Arthur Cayley - Volume 7 1894 The collected mathematical papers of Arthur Cayley - Volume 8 1894 The collected mathematical papers of Arthur Cayley - Volume 9 1896 The collected mathematical papers of Arthur Cayley - Volume 10 1889 The collected mathematical papers of Arthur Cayley - Volume 11 1896 The collected mathematical papers of Arthur Cayley - Volume 12 1897 The collected mathematical papers of Arthur Cayley - Volume 13 1897 A Treatise on the Calculus of Finite Differences by George Boole 1880 (Boole's work in Boolean algebra and symbolic logic inspired later computer scientists) The Mathematical Analysis of Logic - Being an Essay Towards a Calculus of Deductive Reasoning by George Boole 1847 The Logic of Names, and Introduction to Boole's Laws of Thought 1869 An Investigation of the Laws of Thought On which are Founded the Mathematical Theories of Logic be George Boole 1854 The Metaphysics of Aristotle with Copious Notes in which the Pythagoric and Platonic dogmas respecting numbers and ideas are unfolded from ancient sources 1801 Lectures on 10 British Mathematicians of the 19th Century by A McFarlane 1916 Mathematical Prodigy, article in Journal of the American Society for Psychical Research 1920 Experimental Tests of Mathematical Ability and Their Prognostic Value by Agnes Low Rogers 1918 Beginners' Algebra by Clarence Comstock 1922 Algebra for Beginners by WF Bradbury 1894 Probability and Theory of Errors by Robert Woodward 1906 Differential Calculus for Beginners by Alexander Knox 1884 A Mathematical Solution Book - Containing systematic solutions of many of the most difficult problems, taken from the leading authors on Arithmetic and Algebra, many Problems and Solutions from Geometry, Trigonometry, and Calculus by BF Finkel 1909 Curiosities of mathematics by James Smith 1870 The Algebra of Logic by Louis Couturat 1914 Symbolic Logic by Lewis Carroll 1896 Symbolic Logic and Its Applications by Hugh MacColl 1906 A Course of Pure Mathematics by GH Hardy 1921 (Hardy is considered one of the 30 greatest mathematicians of all time) The integration of functions of a single variable by GH Hardy 1916 Synthetic Projective Geometry by George Halsted 1906 Tables of Six-figure Logarithms by Richard Farley 1859 Use of Logarithms and Logarithmic Tables by Eric Oberg 1912 Paypal is our preferred choice of payment . 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