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Evidence of counting
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Primitive geometry triangular designs
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Rhiannon papyrus
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Hieronymus l x this numerals Egypt
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Thanes of impetus native geometry
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Myth agree an arithmetic tic and geometry
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per men ides spherical earth
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suite-s 3rd century Brahmagupta establish the basic mathematical rules for dealing quoth zero
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written over a period of time from about 200 BC on words
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Fermat's last theorem has claimed to discover a proof that the Diophantine equation has no integer solutions for n>2 and y,y,z≠0
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Published his mathematical treatise “Discours de la Methode”
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Invented Pascal’s triangle where each number is the sum of two numbers directly above it
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Invented Step Reckoner, a digital calculator
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Discovered calculus
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Published “The Art of Conjecture”
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Discovered the calculation of infinite sums
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Published “Disquisitiones Arithmeticae”
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Published his first paper on “Continued Fractions”
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Presented ideas on geometry for the official Post doctoral qualification at Gottingen
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Published a Treatise on universal algebra
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Identified Russell’s Paradox
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Completed his construction of a regular polygon
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Published the “Journal of the Indian Mathematical Society”
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Invented proof theory
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Published his two incompleteness theorems
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Proof of Riemann hypothesis for zeta-functions of curved over finite fields
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Published a paper on sequental analysis in statistics
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Developed a technique called forcing, which was used to prove that neither continuum hypothesis not the axiom of choice can be proved from standard zermelo-fraenkel axioms of set theory
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Solved Hilbert’s tenth problem