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This page was last updated on August 26th, 2008
This page was last updated on August 26th, 2008
People (from Calculus)
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Maclaurin, Colin (1698-1746)
Scottish mathematician who became a disciple of Newton, published A Treatise of Fluxions, developed method for expanding functions about the origin in terms of series now known as Maclaurin Series.
Leibniz - Gottfried Wilhelm Leibniz (1646-1716)
Invented the differential and integral calculus (independently of Sir Isaac Newton),
Bernoulli, Johann (1667-1748)
Pioneers in the field of calculus, appied the new tool to real problems, life was one of the most controversial of any mathematician, member of the world's most successful mathematical family, also known as Johannes, Jean or John.
Bernoulli, Jakob (1654-1705)
Swiss mathematician (aka Jacque I or James I) brother of Johann Bernoulli. they are considered the most important founder of Calculus with the exception of Newton, the two had bitter arguments about the quality of each other's work.
Lagrange - Joseph Louis Lagrange (1736-1813)
The greatest mathematician of the 18th century, in his letter, written at 19, to Euler, he solved the isoperimetrical problem, to effect the solution he enunciated the principles of the calculus of variations.
Wallis, John (1616-1703)
Contributed substantially to the origins of calculus and was the most influential mathematician before Newton.
Scottish mathematician who became a disciple of Newton, published A Treatise of Fluxions, developed method for expanding functions about the origin in terms of series now known as Maclaurin Series.
Invented the differential and integral calculus (independently of Sir Isaac Newton),
Pioneers in the field of calculus, appied the new tool to real problems, life was one of the most controversial of any mathematician, member of the world's most successful mathematical family, also known as Johannes, Jean or John.
Swiss mathematician (aka Jacque I or James I) brother of Johann Bernoulli. they are considered the most important founder of Calculus with the exception of Newton, the two had bitter arguments about the quality of each other's work.
The greatest mathematician of the 18th century, in his letter, written at 19, to Euler, he solved the isoperimetrical problem, to effect the solution he enunciated the principles of the calculus of variations.
Contributed substantially to the origins of calculus and was the most influential mathematician before Newton.
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