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The different greek geometers for tracing complex curves like the conchoid of Nicomedes were created.

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Hipparchus referred the positions of well over 800 bright stars to that same origin, at the same time introducing, as a second co-ordinate for uniquely specifying a star’s position on the celestial sphere, its angular distance measured at right-angles north or south of the same fundamental reference plane.

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At any rate he had read this work, which is bound together with the first Latin translation of Archimedes’ Greek text

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Diophantus's Arithmetic, and the 7th book papas of Isagoge in artemisia analyticam, reducing equations to the form of propertions, an algebraic equation can be treated in geometric way.

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First meetings of Vieta and Ghetaldi, the supposed "mother" and "father" of analytical art.

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Descartes adopted the same notation as Christopher Clavius, in the second edition of Geometrica practica.

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Descartes´ earliest mathematical discoveries were made.

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Death of the mathematician Marino Ghetaldi.

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In "De resolutione et compositione mathematica", a transformation from geometrical constructions to the solution of algebraic equations was established.

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In Amsterdam, "La Géométrie" was published, being the first work Discourse de la Méthode.

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the first person to challenge the belief that analytic geometry sprang like Athena from head of rené descartes was the 19th century German cartographer sigmud günther

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the status of symbolic algebra was raised to a method in its own right, with a wider scope and application than it had hitherto prossesed

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Gaston Milhaud suggested that Descartes might have used Claviu´s book as guide for his knowledge in solid geometry.

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The classical scholar H.D.P. Lee has argued convincingly that the first principle of geometry, along with its methodological procedures, can be identified with those laid down as being valid for the whole of science ce, in Aristotle's Prior and Posterior Analytics.

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Located in the Bavarian State Library in Munich, a 10th century manuscript has a comment by Macrobiu´s in which a graph is used to illustrate the inclinations of the planetary orbits as a functions of time.

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Carl Boyer wrote his authoritative History of Analytic Geometry.

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Schramm dismissed the question of whether or not Descartes was 100% aware of the coordinate principles, since in his view "Greek Geometry" and "The Algebra" are enough for interpreting the structure of "La Géométrie".

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Jacob Klein created the book " greek mathematical thought and the origin of algebra"

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Olaf Perdersen gave an explanation of how logistics were related to the theory of functions.

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It is consistent with Günther’s interpretation to regard Apollonius of Perga, who made use of coordi- nates and oblique axes in his Conies, as the ‘father’ of analytic geometry