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1) Proved infinitely many zeroes on the critical lines
2) Encouraged new tradition of pure mathematics -
1)Proved his famous "Basis Theorem", which put geometry in a formal axiomatic setting based on 21 axioms.
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Co-wrote “Principia Mathematica”, to describe in which mathematical principles to be proven
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1) German mathematician
2)Cantor's theorem, which implies the existence of an “infinity of infinities" -
1) Introduced Venn diagrams into set theory which is a tool in probability, logic and statistics
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1)English mathematician, educator, philosopher and logician
2) Invented Boolean Algebra in which the values true or false -
1)French mathematician
2)Proved that there is no general algebraic method for solving polynomial equations of degree greater than four -
1) Hungarian Mathematician
2) Explored hyperbolic geometry -
1)Inventor of symbolic algebra which attempted to place algebra on a strictly logical basis
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1)Studied periodic functions and infinite sums in which the terms are trigonometric functions
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1) Made important contributions to many fields of math: differential equations, elliptic functions, number theory, and geometry.
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Wrote the Moscow Papyrus that contained 25 problems in geometry
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1) The father of descriptive geometry which represents three dimensional objects in two dimensional objects.
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1) Proved that π is irrational
2)Introduced hyperbolic functions into trigonometry -
1) Proved numerous theorems
2) Standardized mathematical notations
3) Developed new math methods -
Ahmes wrote the Ahmes Papyrus which contains the rules of division
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1) (Jacob)Helped to consolidate infinitesimal calculus 2)developed a technique for solving separable differential equations
3)(Johann)Further developed infinitesimal calculus, including the “calculus of variation”, functions -
1)Independently developed infinitesimal calculus
2)Solved linear equations using a matrix -
1) Developed infinitesimal calculus
2) Generalized the binomial theorem -
1) Pioneer (with Fermat) of probability theory
2)Pascals Triangle of binomial coefficients -
1)Contributed towards development of calculus
2)Originated idea of number line
3)Introduced symbol ∞ for infinity -
1)Discovered many new numbers patterns and theorems (including Little Theorem, Two-Square Thereom and Last Theorem)
2) Greatly extended knowlege of number theory
3)Also contributed to probability theory -
1) Father of the Cartesian Plane
2) The plane is used for plotting points and graphing lines -
1)He published his famous “Desargues’ Theorem” for two triangles in perspective, which later evolved into projective geometry.
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1)Formula for solving all types of cubic equations
2) Involved with the first real use of complex numbers -
1)First decimal numeration system with place value concept
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1)Greek mathematician
2)Father of geometry -
1) Produced works in mathematics, astronomy, and geography
2) Developed a formula for solving quadratic equations -
1) Indian mathematician and astronomer
2)Established the basic mathematical rules for dealing with the number zero -
1) The founder of Pythagorean Theorem
2) Used for the length of the size of a right triangle
3) Equation: a square plus b square equal c square -
1.) Developed the Ancient Egyptian Hieroglyphic Numerals which we call the decimal numeral system
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1) Formulas for areas of regular shapes
2) Estimating areas and value of pi -
1) Father of Algebra
2) He was also the first to recognize fractions as numbers -
1) Greek astronomer, geographer, and mathematician
2) Develop first detailed trigonometry tables -
storyofmathematics.com
geomhistory.com -
1) Clay tablets that deals with fractions,algebra and equations
