foundation of geometry in Vietnamese
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Sentence patterns related to "foundation of geometry"
1. Euclid's axioms form the foundation of his system of geometry.
2. affine geometry - elementary geometry, Euclidean geometry, parabolic geometry - fractal geometry - non-Euclidean geometry - spherical geometry - analytical geometry, analytic geometry, coordinate geometry - plane geometry - solid geometry - descriptive geometry, projective geometry [Spéc.
3. . This became a pivotal point in young Descartes' life and the foundation on which he develops analytical geometry.
4. Analytic geometry lacks many of the tools of algebraic geometry.
5. Thomas has made contributions to algebraic geometry, differential Geometry, and symplectic geometry.
6. It generalises piecewise linear geometry, semi-algebraic geometry and globally subanalytic geometry.
7. This latter geometry he called astral geometry.
8. Another way of generalizing ideas from algebraic geometry is differential algebraic geometry.
9. geometry;
10. She is fond of geometry.
11. This quickly evolving research area with contributions from the diverse fields of convex geometry, Algebraic geometry, and optimization is known as convex Algebraic geometry
12. & Differential geometry
13. Geometry Properties
14. Strange Geometry
15. Interactive Geometry
16. Print Geometry
17. Geometry Dash Bloodbath wrong by iPhone_ATT_TWC115; Geometry Dash Woodkid, Bloodbath and Northernsence by codingprofessional; geometry dash evil!!!!! by Surina22 Geometry Dash Deadlocked and Bloodbath remix by chikomastr remix by jumper437; Geometry Dash Deadlocked and Bloodbath by steve1055
18. Constructive Solid Geometry
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19. Illustration of geometry, Axonometry, circuit - 201405698
20. The axioms unify both the plane geometry and solid geometry of Euclid in a single system.
Những tiên đề này thống nhất cả hình học phẳng và hình học không gian của Euclid trong một hệ thống duy nhất.
21. Strictly obey geometry
22. The geometry type.
23. The goal of Algebraic geometry is to relate the algebra of f to the geometry of its zero locus
24. Geometry, algebraic topology
25. Following on from his Doubts on Ptolemy, Alhazen described a new, geometry-based planetary model, describing the motions of the planets in terms of spherical geometry, infinitesimal geometry and trigonometry.