Philamat
Mathematics – a philatelic history
Philamat stamps
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Mathematics: a philatelic history
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Ten mathematical formulas . . .
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Counting on the fingers
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Ancient mathematics
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Egypt, Mesopotamia and Greece
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Egyptian pyramids
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Egyptian mathematics
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Mesopotamian mathematics
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Thales and Pythagoras
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The Pythagorean theorem
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Athens 400 BC
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Plato’s Academy
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Alexandria 300 BC - AD 415
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Euclid of Alexandria
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Archimedes
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Greek astronomy
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China
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Chinese mathematics
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India
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Mayans and Incas
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Ancient games
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Chess
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The game of Go
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Islamic scientists
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Al-Khwarizmi
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Alhazen and Omar Khayyam
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Nasir al-Din al-Tusi
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Islamic Europe
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Samarkand: al-Kashani and Ulugh Beg
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Early European scholars
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Fibonacci of Pisa
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The growth of learning
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The invention of printing
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Perspective
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Albrecht Dürer
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Portuguese navigation
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The age of exploration
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Globes
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Map-making
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Pedro Nunes
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Navigational instruments
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Quadrants, sextants and octants
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Nicolaus Copernicus
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Tycho Brahe
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Johannes Kepler
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Galileo Galilei
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Reforming the calendar
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The low countries
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Logarithms
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Early calculating devices
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China and Japan
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René Descartes
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Mersenne and Fermat
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Blaise Pascal
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Isaac Newton
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Newton’s gravitation
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Halley’s comet
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Leibniz and Bernoulli
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Leonhard Euler
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The shape of the earth
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Longitude
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The New World
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Developments in France
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The French Revolution
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The Ecole Polytechnique
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Carl Friedrich Gauss
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New geometries
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Abel and Galois
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William Rowan Hamilton
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Russia
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Eastern Europe
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Statistics
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Mathematical physics
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The nature of light
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Albert Einstein
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Quantum theory
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The turn of the century
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The 20th century
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Fractal geometry
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Pioneers of computing
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The development of computing
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Bletchley Park codebreakers
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Computer art and graphics
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International Congresses (ICM)
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ICM 2014, Seoul, South Korea
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Fields medallists
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World Mathematical Year 2000
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Mathematics in nature
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20th-century painting
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Op art
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The geometry of space
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Mathematical recreations
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Mathematics education
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Metrication
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Triangular stamps
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Polygons
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Circles and ellipses
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Stamping through mathematics
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