Mathematicians Flashcards

1
Q

Thales

A

~620BCE-550BCE, Greece, First greek mathematician and taught Pythagoras, made contributions to geometry with Thales theorem for triangles

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2
Q

Pythagoras

A

~500BCE, Greece, Credited with pythagorean theorem (was known by other civilizations before), “All is number”, student of Thales

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3
Q

Aristotle

A

~300BCE, Greece, taught by Plato in Platos Academy who was taught by Socrates

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4
Q

Euclid

A

~300BCE, Greece, Wrote elements introducing proofs and documenting much of Euclidian geometry

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5
Q

Apollonius of Perga

A

~250BCE, Greece, focused on conic sections, nicknamed the great geometer,

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6
Q

Heron of Alexandria

A

~60AD, Greece, Contributed mostly to study of reflection with the law of reflection

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7
Q

Ptolemy

A

~100AD, Greece, complied previous autonomy ideas into his book “Almagest” and developed the ptolemaic model

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8
Q

Diophantus of Alexandria

A

~200AD, Alexandria Greece, number theorist concerned with Diophantine equations, Found a method to solve for pythagorean triples

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9
Q

Al Khowarazmi

A

~800AD, Baghdad, Most influential Algebraist of this time, wrote Algebra Val Mutable

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10
Q

Fibonacci(Leonardo Pisano)

A

~1202, Italy, Made contributions in algebra with his main work being Liber Abacci, important in bringing arabic-indian math to Western Europe

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11
Q

Rafel Bombelli

A

1526-1572, Italy, credited with introducing imaginary numbers in his Treatise “Algebra”

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12
Q

Rene Descartes

A

1596-1650, France, Made discoveries in math and philosophy such as analytic geometry and “I think, therefore I am”

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13
Q

Pierre Fermat

A

1607-1665, France, Made contributions to analytic geometry and number theory

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14
Q

Blaise Pascal

A

1623-1662, France, Made key contributions to number theory as well as work on probability theory, binomial coefficients (pascals triangle), and early calculus

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15
Q

Issac Newton

A

1642-1726, England, studied at Cambridge under Isaac Barrow making breakthroughs in calculus, physics, and also doing some Alchemy

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16
Q

Scipione Del Ferro

A

Teacher of Antonio Fior that developed a solution to cubics

17
Q

Antonio Fior

A

Student of Scipione Del Ferro who challenged Tartaglia to a competition thinking he had an advantage with Ferro’s method for solving cubics

18
Q

Tartaglia

A

Competed with Fior and won using his own method for solving cubics

19
Q

Cardano

A

Convinced Fior to show him the method for cubics then turned around and published the method in “Ars Magna”

20
Q

Ferrari

A

Worked with Cardano on method for cubics and fourth degrees