Mathematics in the modern world has its roots in ancient Mesopotamia, Egypt, and Babylonia.
Mathematics developed in Greece, simultaneously in China and in India.
2000 C.E. Mathematical challenges of the 21st century announced.
1994 C.E. Andrew Wiles Proved Fermat’s last theorem.
Ancient Greek mathematics, with some influence of Hindu mathematics, spread to neighboring countries in the Middle East.
Mathematics was translated into Arabic and Latin and adopted by western Europe.
Western education was spread around the world by colonization and trade.
Mathematics today has been enriched due to the various cultures, civilizations and mathematicians.
Sumer/Babylonia, around 4000 - 3000 B.C.E, was the birthplace of writing, the wheel, agriculture, and developed the earliest writing system, Cuneiform script, on clay tablets.
The Egyptians were the first to develop a numerical system based on the number 10 around 3000 B.C.E.
Major Greek progress in mathematics was from 300 BC to 200 AD.
Euclid, around 200 B.C.E, wrote the “Elements”, a compilation of theorems and axioms in algebra and geometry, and gained the title, “Father of Geometry”.
Archimedes, a Greek mathematician, physicist, inventor, and astronomer, derived a range of formulas in Geometry, including the area of circle, volume of sphere, and area of parabola.
Hipparchus of Nicaea, around 140 B.C.E, was a Greek astronomer, geographer, and mathematician, and is considered the founder of trigonometry.
During the Middle Ages, Hindu mathematical works were translated into Arabic.
Arabic Algebra and Indian numerals came to Western Europe through Muhammad ibn Musa Al-Khwarizmi.
Other Arabic scholars cultivated Greek mathematics by translating the works of various mathematicians into Arabic.
Leonhard Euler was an important mathematician of the 18th century, contributing to graph theory, the Calculation of Variations and Differential Geometry.
Josep Louie Lagrange contributed to the Theory of Function and of Mechanics and played a key role in the creation of the Metric System of weights and measures.
John Venn introduced the Venn Diagram in 1874 and it became useful in set theory.
Claude Wood Shannon, known as the Father of Information theory, laid the theoretical foundation for digital circuits and information theory.
John Napier and others discovered logarithms.
Fermat and Pascal began the mathematical study of probability.
Carl Friedrich Gauss proved the Fundamental theorem of Algebra in 1799 and contributed to number theory, geometry, probability theory, planetary, and the theory of functions.
Gottfried Leibniz discovered infinitesimal calculus, along with Newton, although they made this discovery alone.
Rene Descartes invented the Cartesian coordinate system and developed analytic geometry, laying the foundation for the development of calculus.
Blaise Pascal laid the foundation of the Probability theory along with Fermat and invented the Pascaline, an early mechanical calculator.
Pierre de Fermat was given credit for early developments that led to infinitesimal calculus.
Benoit Madelbrot developed the Theory of Fractals and Fractal Geometry of Nature in 1982.
Vander Hoecke was the first to use the + and – symbols in writing algebraic expressions.
One of the means by which the Hindu-Arabic system of numeration was introduced to Western Europe was through Johannes Widman, a German mathematician, in which the first + and – symbols appeared in his book Mercantile Arithmetic.
Leonardo of Pisa, also known as Fibonacci, wrote Liber Abaci, a book filled with arithmetical and algebraic information, around 1202 C.E.
Geometry was essential for building arches, domes, and vaulted spaces.
Mathematics has been used throughout history to solve practical problems such as calculating taxes or determining the best route for trade ships.
Practical geometry played an important role in architectural and engineering projects in ancient Egypt, China, Rome, and the Islamic world.