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BITANGENT

  • Bitangent
  • Line tangent to a curve at two locations

    In geometry, a bitangent to a curve C is a line L that touches C in two distinct points P and Q and that has the same direction as C at these points.

    Bitangent

    Bitangent

    Bitangent

  • Tangent lines to circles
  • Line which touches a circle at exactly one point

    have no internal bitangents and two external bitangents (they cannot be separated, because they intersect, hence no internal bitangents). If the circles

    Tangent lines to circles

    Tangent_lines_to_circles

  • Bitangents of a quartic
  • 28 lines which touch a general quartic plane curve in two places

    theory of algebraic plane curves, a general quartic plane curve has 28 bitangent lines, lines that are tangent to the curve in two places. These lines

    Bitangents of a quartic

    Bitangents of a quartic

    Bitangents_of_a_quartic

  • Normal mapping
  • Texture mapping technique

    applications will want bitangent to match the transformed geometry (and associated UVs). So instead of enforcing the bitangent to be perpendicular to

    Normal mapping

    Normal mapping

    Normal_mapping

  • Triangle
  • Shape with three sides

    partitioned into many pseudotriangles with the boundaries of convex disks and bitangent lines, a process known as pseudo-triangulation. For n {\displaystyle n}

    Triangle

    Triangle

    Triangle

  • High-Level Shader Language
  • Shading language

    calculating lighting coefficients such as the vertex's normal, tangent, and bitangent vectors. When a group of vertices (normally 3, to form a triangle) come

    High-Level Shader Language

    High-Level Shader Language

    High-Level_Shader_Language

  • Simulation noise
  • Section of maths dealing with creating simulations

    Simulation noise is a function that creates a divergence-free vector field. This signal can be used in artistic simulations for the purpose of increasing

    Simulation noise

    Simulation_noise

  • Belt problem
  • Mathematics problem

    solution of the belt problem requires trigonometry and the concepts of the bitangent line, the vertical angle, and congruent angles. Clearly triangles ACO

    Belt problem

    Belt problem

    Belt_problem

  • Villarceau circles
  • Intersection of a torus and a plane

    ±r/(R2 − r2)1/2, and choosing the plus sign produces the equation of a plane bitangent to the torus: y r = z R 2 − r 2 . {\displaystyle yr=z{\sqrt {R^{2}-r^{2}}}

    Villarceau circles

    Villarceau circles

    Villarceau_circles

  • Visibility graph
  • Graph of intervisible locations in computational geometry

    The bitangents of a system of polygons or curves are lines that touch two of them without penetrating them at their points of contact. The bitangents of

    Visibility graph

    Visibility graph

    Visibility_graph

  • List of curves topics
  • Bézier curve Bézout's theorem Birch and Swinnerton-Dyer conjecture Bitangent Bitangents of a quartic Cartesian coordinate system Caustic Cesàro equation

    List of curves topics

    List_of_curves_topics

  • Malfatti circles
  • Three tangent circles in a triangle

    three bitangents that are not angle bisectors as x, y, and z, where x is the bitangent to the two circles that do not touch side a, y is the bitangent to

    Malfatti circles

    Malfatti circles

    Malfatti_circles

  • Harnack's curve theorem
  • Number of connected components an algebraic curve can have

    The Trott curve, shown here with 7 of its bitangents, is a quartic (degree 4) M-curve, attaining the maximum (4) components for a curve of that degree

    Harnack's curve theorem

    Harnack's curve theorem

    Harnack's_curve_theorem

  • Medial axis
  • Points with more than one closest boundary point

    \over dt}} is the unit tangent vector at each point. Then there will be a bitangent circle with center c and radius r if ( c − γ ( s ) ) ⋅ T _ ( s ) = ( c

    Medial axis

    Medial axis

    Medial_axis

  • Fano plane
  • Geometry with 7 points and 7 lines

    the points. These 28 triangles may be viewed as corresponding to the 28 bitangents of a quartic. There are 84 ways of specifying a triangle together with

    Fano plane

    Fano plane

    Fano_plane

  • Kite (geometry)
  • Quadrilateral symmetric across a diagonal

    (top), non-convex kite (middle), and antiparallelogram (bottom). The four lines through the sides of each quadrilateral are bitangents of the circles.

    Kite (geometry)

    Kite (geometry)

    Kite_(geometry)

  • Feuerbach point
  • Point where the incircle and nine-point circle of a triangle are tangent

    incircle. A very short proof of this theorem based on Casey's theorem on the bitangents of four circles tangent to a fifth circle was published by John Casey

    Feuerbach point

    Feuerbach point

    Feuerbach_point

  • Ampersand curve
  • Type of quartic plane curve

    Plücker as a quartic plane curve that has 28 real bitangents, the maximum possible for bitangents of a quartic. It is the special case of the Plücker

    Ampersand curve

    Ampersand curve

    Ampersand_curve

  • Tangent (disambiguation)
  • Topics referred to by the same term

    have the same direction at that point; see for instance tangent circles Bitangent, a line that is tangent to two different curves, or tangent twice to the

    Tangent (disambiguation)

    Tangent_(disambiguation)

  • Tschirnhausen cubic
  • Cubic plane curve

    their points of tangency) form an isosceles triangle whose base is a bitangent of the two parabolas. Farouki, Rida T. (2008), Pythagorean-Hodograph Curves:

    Tschirnhausen cubic

    Tschirnhausen cubic

    Tschirnhausen_cubic

  • Symmetry set
  • Method for representing the local symmetries of a curve

    centres of circles tangent to the curve at at least two distinct points (bitangent circles). The symmetry set will have endpoints corresponding to vertices

    Symmetry set

    Symmetry set

    Symmetry_set

  • Homothetic center
  • Point from which two similar geometric figures can be scaled to each other

    limiting case of this construction, a line tangent to both circles (a bitangent line) passes through one of the homothetic centers, as it forms right

    Homothetic center

    Homothetic center

    Homothetic_center

  • Pseudotriangle
  • Shape with three inward-curved sides

    Vegter in connection with the computation of visibility relations and bitangents among convex obstacles in the plane. Pointed pseudotriangulations were

    Pseudotriangle

    Pseudotriangle

    Pseudotriangle

  • Ternary quartic
  • degree 60 invariant vanishing on ternary quartics with an inflection bitangent. (Dolgachev 2012, 6.4) The catalecticant of a ternary quartic is the resultant

    Ternary quartic

    Ternary_quartic

  • Theta characteristic
  • analytic theory of theta functions, and geometrically in the theory of bitangents. In the analytic theory, there are four fundamental theta functions in

    Theta characteristic

    Theta_characteristic

  • Glossary of invariant theory
  • degree 60 invariant vanishing on ternary quartics with an inflection bitangent. (Dolgachev 2012, 6.4) Scorza covariant A covariant of ternary quartics

    Glossary of invariant theory

    Glossary_of_invariant_theory

  • Casey's theorem
  • On four non-intersecting circles that lie inside a bigger circle and tangent to it

    Denote by t i j {\displaystyle \,t_{ij}} the length of the exterior common bitangent of the circles O i , O j {\displaystyle \,O_{i},O_{j}} . Then: t 12 ⋅

    Casey's theorem

    Casey's_theorem

  • Supporting line
  • then they necessarily have exactly four common lines of support, the bitangents of the two convex hulls. Two of these lines of support separate the two

    Supporting line

    Supporting line

    Supporting_line

  • Del Pezzo surface
  • Concept in algebraic geometry

    double plane. The 56 lines of the del Pezzo surface map in pairs to the 28 bitangents of a quartic. Degree 3: these are essentially cubic surfaces in P3; the

    Del Pezzo surface

    Del_Pezzo_surface

  • ADE classification
  • Mathematical classification

    E6, E7, E8 respectively with: the 27 lines on a cubic surface, the 28 bitangents of a plane quartic curve, and the 120 tritangent planes of a canonic sextic

    ADE classification

    ADE classification

    ADE_classification

  • Antiparallelogram
  • Polygon with four crossed edges of two lengths

    Additionally, the four extended sides of any antiparallelogram are the bitangents of two circles, making antiparallelograms closely related to the tangential

    Antiparallelogram

    Antiparallelogram

    Antiparallelogram

  • Quartic plane curve
  • Plane algebraic curve defined by a 4th-degree polynomial

    point at the origin (0, 0) and has three double tangents. Ternary quartic Bitangents of a quartic Weisstein, Eric W. "Ampersand Curve". MathWorld. Cundy, H

    Quartic plane curve

    Quartic_plane_curve

  • Reye configuration
  • Geometric configuration of 12 points and 6 lines

    disjoint spheres in three dimensional space, with different radii, have two bitangent double cones, the apexes of which are called the centers of similitude

    Reye configuration

    Reye configuration

    Reye_configuration

  • K-set (geometry)
  • Points separated from others by a line

    for the points on each side of a separating line, repeatedly finds a bitangent of these two hulls, and moves each of the two points of tangency to the

    K-set (geometry)

    K-set (geometry)

    K-set_(geometry)

  • Kirkpatrick–Seidel algorithm
  • Optimized algorithm for computing the convex hull of a set of points

    recursively, and the two hulls are merged by finding the "bridge" edges (bitangents) that connect them. In contrast, the Kirkpatrick–Seidel algorithm first

    Kirkpatrick–Seidel algorithm

    Kirkpatrick–Seidel_algorithm

  • Glossary of classical algebraic geometry
  • tangent to the curve, as in biscribed triangle. (Dolgachev 2012) bitangent A bitangent is a line that is tangent to a curve at two points. See Salmon (1879

    Glossary of classical algebraic geometry

    Glossary_of_classical_algebraic_geometry

  • Plücker formula
  • example, a non-singular quartic plane curve is of genus 3 and has 28 bitangents and 24 points of inflection. Curves are classified into types according

    Plücker formula

    Plücker_formula

  • Italo Jose Dejter
  • Argentine-born American mathematician

    7)8. Other aspects of this work are also cited in the following pages: Bitangents of a quartic. Coxeter graph. Heawood graph. In 2010, Dejter adapted the

    Italo Jose Dejter

    Italo Jose Dejter

    Italo_Jose_Dejter

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Online names & meanings

  • Constanza
  • Girl/Female

    Australian, French, German, Latin, Spanish

    Constanza

    Constancy; Steadfastness

  • SANDHYA
  • Female

    Hindi/Indian

    SANDHYA

    (সন্ধ্যা) Hindi name SANDHYA means "twilight."

  • Murgesh
  • Boy/Male

    Hindu

    Murgesh

    Lord Kartikeya, Lord Murugan

  • Tuton
  • Surname or Lastname

    English

    Tuton

    English : variant of Thurston.

  • Chandanwant
  • Boy/Male

    Indian, Punjabi, Sikh

    Chandanwant

    Full of Sandal's Fragrance

  • BIELOBOG
  • Male

    Slavic

    BIELOBOG

    Variant spelling of Slavic Belobog, BIELOBOG means "white god." 

  • KARL
  • Male

    Danish

    KARL

    , man.

  • Templer
  • Surname or Lastname

    English

    Templer

    English : occupational name for a servant of the Knights Templar (see Temple).

  • Kunjamma
  • Girl/Female

    Hindu, Indian

    Kunjamma

    God's Name

  • Mollie
  • Girl/Female

    American, Australian, British, Chinese, Christian, Danish, English, Hebrew, Irish, Swedish

    Mollie

    Bitter; From the Gaelic Maili which is a Pet Form of Mary Bitter; Star of the Sea

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BITANGENT

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BITANGENT

  • Bitangent
  • n.

    A line that touches a curve in two points.

  • Bitangent
  • a.

    Possessing the property of touching at two points.