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460 BCE
Democritus
460 B.C. - 370 B.C. Discover diving objects into an infinite amount of cross-sections. -
287 BCE
arquimedes
He was a Greek physicist, engineer, inventor, astronomer, and mathematician.
using the exhaustive method to calculate the area under the arc of a parabola with the sum of an infinite series -
Kepler
coincide with the established by Oresme, concepts that allowed us to affirm in his study of maxima and minima, the tangents and the squares, equating the derivative of the function to zero -
Rene descartes
philosophical and mathematical which provided a Cartesian coordinate system allowing algegbraic equations that are expressed as geometric forms in a coordinate system -
William Oughtred
I build the first rule in the history of calculation: it is a calculation instrument that acts like an analog computer. It has several mobile numerical scales that facilitate the quick and comfortable execution of complex arithmetic operations, such as multiplications, divisions, etc. -
Pascal
French physicist and mathematician philosopher who invented the first digital calculating machine and wrote important treatises on projective geometry -
Sir Isaac Newton
He was the first to develop mathematical methods to solve problems of this nature. He invented his own version of the calculation to explain the motion of the planets around the Sun. He calls velocity "momentum". -
James Gregory
includes a geometrical version of the fundamental theorem of calculus in Geometrical Exercises and the Universal Part of Geometry -
leibniz
He contributed the invention of a calculating machine capable of performing the operations of multiplying, dividing and extracting roots -
Bernoulli
I contribute the probability theory, the differential calculation in which towards Part of the infinitesimal calculation that deals with finding the derivative of a magnitude with respect to another of which it is a function, the theory of numbers and geometry -
Leonhard Euler
The symbology is due to him, who in addition to making important contributions to almost all branches of mathematics, was one of the first to apply calculus to real-life problems in physics. His extensive published writings include topics such as shipbuilding, acoustics, optics, astronomy, mechanics, and magnetism. -
Sofia Vasilievna
I do works on differential equations in partial derivatives