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| Ancient Mathematics | |
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| Egypt and Mesopotamia | |
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| Egypt | |
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| Mesopotamia | |
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| The Beginnings of Mathematics in Greece | |
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| The Earliest Greek Mathematics | |
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| The Time of Plato | |
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| Aristotle | |
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| Euclid | |
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| Introduction to the Elements | |
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| Book I and the Pythagorean Theorem | |
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| Book II and Geometric Algebra | |
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| Circles and the Pentagon | |
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| Ratio and Proportion | |
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| Number Theory | |
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| Irrational Magnitudes | |
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| Solid Geometry and the Method of Exhaustion | |
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| Euclids Data | |
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| Archimedes and Apollonius | |
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| Archimedes and Physics | |
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| Archimedes and Numerical Calculations | |
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| Archimedes and Geometry | |
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| Conic Sections Before Apollonius | |
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| The Conics of Apollonius | |
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| Mathematical Methods in Hellenistic Times | |
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| Astronomy Before Ptolemy | |
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| Ptolemy and The Almagest | |
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| Practical Mathematics | |
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| The Final Chapter of Greek Mathematics | |
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| Nichomachus and Elementary Number Theory | |
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| Diophantus and Greek Algebra | |
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| Pappus and Analysis | |
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| Medieval Mathematics | |
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| Ancient and Medieval China | |
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| Introduction to Mathematics in China | |
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| Calculations | |
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| Geometry | |
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| Solving Equations | |
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| Indeterminate Analysis | |
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| Transmission to and from China | |
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| Ancient and Medieval India | |
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| Introduction to Mathematics in India | |
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| Calculations | |
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| Geometry | |
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| Equation Solving | |
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| Indeterminate Analysis | |
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| Combinatorics | |
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| Trigonometry | |
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| Transmission to and from India | |
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| The Mathematics of Islam | |
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| Introduction to Mathematics in Islam | |
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| Decimal Arithmetic | |
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| Algebra | |
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| Combinatorics | |
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| Geometry | |
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| Trigonometry | |
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| Transmission of Islamic Mathematics | |
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| Medieval Europe | |
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| Introduction to the Mathematics of Medieval Europe | |
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| Geometry and Trigonometry | |
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| Combinatorics | |
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| Medieval Algebra | |
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| The Mathematics of Kinematics | |
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| Mathematics Elsewhere | |
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| Mathematics at the Turn of the Fourteenth Century | |
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| Mathematics in America, Africa, and the Pacific | |
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| Early Modern Mathematics | |
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| Algebra in the Renaissance | |
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| The Italian Abacists | |
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| Algebra in France, Germany, England, and Portugal | |
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| The Solution of the Cubic Equation | |
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| Viete, Algebraic Symbolism, and Analysis | |
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| Simon Stevin and Decimal Analysis | |
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| Mathematical Methods in the Renaissance | |
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| Perspective | |
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| Navigation and Geography | |
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| Astronomy and Trigonometry | |
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| Logarithms | |
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| Kinematics | |
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| Geometry, Algebra and Probability in the Seventeenth Century | |
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| The Theory of Equations | |
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| Analytic Geometry | |
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| Elementary Probability | |
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| Number Theory | |
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| Projective Geometry | |
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| The Beginnings of Calculus | |
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| Tangents and Extrema | |
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| Areas and Volumes | |
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| Rectification of Curves and the Fundamental Theorem | |
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| Newton and Leibniz | |
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| Isaac Newton | |
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| Gottfried Wilhelm Leibniz | |
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| First Calculus Texts | |
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| Modern Mathematics | |
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| Analysis in the Eighteenth Century | |
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| Differential Equations | |
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| The Calculus of Several Variables | |
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| Calculus Texts | |
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| The Foundations of Calculus | |
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| Probability and Statistics in the Eighteenth Century | |
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| Theoretical Probability | |
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| Statistical Inference | |
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| Applic | |