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MINGGATU

  • Minggatu

    • Mongolian astronomer and mathematician

    Minggatu (Mongolian script: ᠮᠢᠩᠭᠠᠲᠦ; Chinese: 明安图; pinyin: Míng'āntú, c. 1692 – c. 1763), full name Sharavyn Myangat (Mongolian: Шаравын Мянгат), also

    Minggatu

    Minggatu

    Minggatu

  • Pythagorean theorem

    • Relation between sides of a right triangle

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Pythagorean theorem

    Pythagorean theorem

    Pythagorean_theorem

  • Straightedge and compass construction

    • Method of drawing geometric objects

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Straightedge and compass construction

    Straightedge and compass construction

    Straightedge_and_compass_construction

  • Catalan number

    • Recursive integer sequence

    Eugène Catalan, though they were previously discovered in the 1730s by Minggatu. The n-th Catalan number can be expressed directly in terms of the central

    Catalan number

    Catalan number

    Catalan_number

  • Perpendicular

    • Relationship between two lines that meet at a right angle

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Perpendicular

    Perpendicular

    Perpendicular

  • Noncommutative geometry

    • Branch of mathematics

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Noncommutative geometry

    Noncommutative_geometry

  • Line segment

    • Part of a line that is bounded by two distinct end points; line with two endpoints

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Line segment

    Line segment

    Line_segment

  • Euclidean plane

    • Geometric model of the planar projection of the physical universe

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Euclidean plane

    Euclidean plane

    Euclidean_plane

  • Dimension

    • Property of a mathematical space

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Dimension

    Dimension

    Dimension

  • Projective geometry

    • Type of geometry

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Projective geometry

    Projective_geometry

  • Circumference

    • Perimeter of a circle or ellipse

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Circumference

    Circumference

    Circumference

  • Fractal

    • Infinitely detailed mathematical structure

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Fractal

    Fractal

    Fractal

  • Symplectic geometry

    • Branch of differential geometry and differential topology

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Symplectic geometry

    Symplectic geometry

    Symplectic_geometry

  • Non-Euclidean geometry

    • Two geometries based on axioms closely related to those specifying Euclidean geometry

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Non-Euclidean geometry

    Non-Euclidean_geometry

  • Analytic geometry

    • Study of geometry using a coordinate system

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Analytic geometry

    Analytic_geometry

  • Line (geometry)

    • Straight figure with zero width and depth

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Line (geometry)

    Line (geometry)

    Line_(geometry)

  • Synthetic geometry

    • Geometry without using coordinates

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Synthetic geometry

    Synthetic_geometry

  • Diameter

    • Straight line segment that passes through the centre of a circle

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Diameter

    Diameter

    Diameter

  • Bernhard Riemann

    • German mathematician (1826–1866)

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Bernhard Riemann

    Bernhard Riemann

    Bernhard_Riemann

  • Euclidean geometry

    • Mathematical model of the physical space

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Euclidean geometry

    Euclidean geometry

    Euclidean_geometry

  • Area of a circle

    • Concept in geometry

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Area of a circle

    Area_of_a_circle

  • Four-dimensional space

    • Geometric space with four dimensions

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Four-dimensional space

    Four-dimensional space

    Four-dimensional_space

  • Convex geometry

    • Branch of geometry

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Convex geometry

    Convex_geometry

  • Geometry

    • Branch of mathematics

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Geometry

    Geometry

  • Hyperbolic geometry

    • Type of non-Euclidean geometry

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Hyperbolic geometry

    Hyperbolic geometry

    Hyperbolic_geometry

  • Three-dimensional space

    • Geometric model of the physical space

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Three-dimensional space

    Three-dimensional space

    Three-dimensional_space

  • Spherical geometry

    • Geometry of the surface of a sphere

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Spherical geometry

    Spherical geometry

    Spherical_geometry

  • Symmetry

    • Mathematical invariance under transformations

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Symmetry

    Symmetry

    Symmetry

  • Outline of geometry

    • Overview of and topical guide to geometry

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Outline of geometry

    Outline_of_geometry

  • Digital geometry

    • Deals with digitized models or images of objects of the 2D or 3D Euclidean space

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Digital geometry

    Digital geometry

    Digital_geometry

  • Differential geometry

    • Branch of mathematics

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Differential geometry

    Differential geometry

    Differential_geometry

  • Discrete differential geometry

    • Area of mathematics

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Discrete differential geometry

    Discrete_differential_geometry

  • List of Chinese mathematicians

    • 1249–1314 Cheng Dawei: 1533–1606 Zhu Zaiyu: 1536–1611 Xu Guangqi: 1562–1633 Minggatu: 1692–1763 Li Rui: 1768–1817 Li Shanlan: 1810–1882 Xiong Qinglai: 1893–1969

    List of Chinese mathematicians

    List_of_Chinese_mathematicians

  • Algebraic geometry

    • Branch of mathematics

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Algebraic geometry

    Algebraic geometry

    Algebraic_geometry

  • Two-dimensional space

    • Mathematical space with two coordinates

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Two-dimensional space

    Two-dimensional_space

  • Plain White Banner

    • Part of the Manchu Eight Banners

    Nergingge Empress Xiaoshurui Youlan (Gūwalgiya) Consort Donggo Consort Dun Minggatu (Mongol) Imperial Noble Consort Chunhui (Han) Shoushan [zh] (a descendant

    Plain White Banner

    Plain White Banner

    Plain_White_Banner

  • Point (geometry)

    • Fundamental object of geometry

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Point (geometry)

    Point (geometry)

    Point_(geometry)

  • One-dimensional space

    • Space with one dimension

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    One-dimensional space

    One-dimensional_space

  • List of geometers

    • Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    List of geometers

    List of geometers

    List_of_geometers

  • Eugène Charles Catalan

    • Franco-Belgian mathematician (1814–1894)

    (although these were actually discovered a century earlier by the astronomer Minggatu). Théorèmes et Problèmes Géométrie élémentaire, Brussels, 2nd edition 1852

    Eugène Charles Catalan

    Eugène Charles Catalan

    Eugène_Charles_Catalan

  • Absolute geometry

    • Geometry without the parallel postulate

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Absolute geometry

    Absolute_geometry

  • Affine geometry

    • Euclidean geometry without distance and angles

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Affine geometry

    Affine geometry

    Affine_geometry

  • Elliptic geometry

    • Non-Euclidean geometry

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Elliptic geometry

    Elliptic_geometry

  • History of geometry

    • Historical development of geometry

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    History of geometry

    History of geometry

    History_of_geometry

  • Non-Archimedean geometry

    • Geometry where the axiom of Archimedes is negated

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Non-Archimedean geometry

    Non-Archimedean_geometry

  • Computational geometry

    • Branch of computer science

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Computational geometry

    Computational_geometry

  • Discrete geometry

    • Branch of geometry that studies combinatorial properties and constructive methods

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Discrete geometry

    Discrete geometry

    Discrete_geometry

  • Zero-dimensional space

    • Topological space of dimension zero

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Zero-dimensional space

    Zero-dimensional_space

  • Complex geometry

    • Study of complex manifolds and several complex variables

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Complex geometry

    Complex_geometry

  • Finite geometry

    • Geometric system with a finite number of points

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Finite geometry

    Finite geometry

    Finite_geometry

  • Arithmetic geometry

    • Branch of algebraic geometry

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Arithmetic geometry

    Arithmetic geometry

    Arithmetic_geometry

  • Diophantine geometry

    • Mathematics of varieties with integer coordinates

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Diophantine geometry

    Diophantine_geometry

  • Noncommutative algebraic geometry

    • Branch of mathematics

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Noncommutative algebraic geometry

    Noncommutative_algebraic_geometry

  • History of Mongolia

    • Tibetan, and Sanskrit languages in 1686. Mathematician and astronomer Minggatu of Sharaid discovered nine trigonometric equations and wrote 42 volumes

    History of Mongolia

    History_of_Mongolia

  • List of Jurchen chieftains

    • banks of Yehe River south of Changchun Singgen Darhan 星垦达尔汉/星根達爾漢 Sirke Minggatu 席尔克明噶图/席爾克明噶圖 Cirgani 齐尔噶尼/齊爾噶尼 Cukungge 祝孔格/褚孔格 Taicu 太杵 Yangginu (楊吉砮)

    List of Jurchen chieftains

    List_of_Jurchen_chieftains

  • List of Chinese discoveries

    • identities and power-series calculations, written by Qing dynasty mathematician Minggatu around 1730, contain coefficients equal to the Catalan numbers. His manuscript

    List of Chinese discoveries

    List of Chinese discoveries

    List_of_Chinese_discoveries

  • Incidence geometry

    • Field of mathematics which studies incidence structures

    Huygens Jyeṣṭhadeva Kātyāyana Khayyám Klein Lobachevsky Manava Minkowski Minggatu Pascal Pythagoras Parameshvara Poincaré Riemann Sakabe Sijzi al-Tusi Veblen

    Incidence geometry

    Incidence_geometry

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Online names & meanings

  • CHRISTIANNE

    • Female

    English

    CHRISTIANNE

     Feminine form of English Christian, CHRISTIANNE means "believer" or "follower of Christ."

  • Helez

    • Biblical

    Helez

    armed; set free

  • Manva | மாநவா

    • Girl/Female

    Tamil

    Manva | மாநவா

    Mind identifier

  • Shirdi Prasad | ஷிரடீ ப்ரஸாத

    • Boy/Male

    Tamil

    Shirdi Prasad | ஷிரடீ ப்ரஸாத

    A name of Sai baba

  • KATY

    • Female

    English

    KATY

    Variant spelling of English Katie, KATY means "pure."

  • Ceallach

    • Girl/Female

    Australian, Gaelic, Irish

    Ceallach

    Warrior Maid; Bright Headed

  • Jessalyn

    • Girl/Female

    Australian, British, Christian, English, Hebrew

    Jessalyn

    God Sees

  • Ishvara

    • Boy/Male

    Hindu, Indian, Sanskrit

    Ishvara

    Like God

  • DARIAN

    • Male

    English

    DARIAN

    English unisex name derived from Roman Latin Darius, DARIAN means "possesses a lot, wealthy."

  • Kelven

    • Boy/Male

    American, British, Celtic, English

    Kelven

    From the Narrow River; River Man; Keel Friend; Keel

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Other words and meanings similar to

MINGGATU

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