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COORDINATE SINGULARITY

  • Singularity (mathematics)
  • Point where a mathematical object behaves irregularly

    the original function. A coordinate singularity occurs when an apparent singularity or discontinuity occurs in one coordinate frame, which can be removed

    Singularity (mathematics)

    Singularity_(mathematics)

  • Schwarzschild metric
  • Solution to the Einstein field equations

    Schwarzschild metric has a singularity for r = 0, which is an intrinsic curvature singularity. It also seems to have a singularity on the event horizon r

    Schwarzschild metric

    Schwarzschild_metric

  • Coordinate singularity
  • Singularity or discontinuity only resulting from the choice of coordinate system

    mathematics and physics, a coordinate singularity occurs when an apparent singularity or discontinuity occurs in one coordinate frame that can be removed

    Coordinate singularity

    Coordinate_singularity

  • Gravitational singularity
  • Condition in which spacetime itself breaks down

    A gravitational singularity, spacetime singularity, or simply singularity, is a theoretical condition in which gravity is predicted to be so intense that

    Gravitational singularity

    Gravitational_singularity

  • Kruskal–Szekeres coordinates
  • Coordinate system for the Schwarzschild geometry

    and are well-behaved everywhere outside the physical singularity. There is no coordinate singularity at the horizon. The Kruskal–Szekeres coordinates also

    Kruskal–Szekeres coordinates

    Kruskal–Szekeres coordinates

    Kruskal–Szekeres_coordinates

  • Kerr metric
  • Exact solution for the Einstein field equations

    However, neither surface is a true singularity, since their apparent singularity can be eliminated in a different coordinate system. A similar situation obtains

    Kerr metric

    Kerr metric

    Kerr_metric

  • Lemaître coordinates
  • Coordinate system

    Lemaître coordinates removes the coordinate singularity at the Schwarzschild radius. The original Schwarzschild coordinate expression of the Schwarzschild

    Lemaître coordinates

    Lemaître_coordinates

  • Eddington–Finkelstein coordinates
  • Coordinate system used in general relativity

    that the apparent singularity at the Schwarzschild radius is only a coordinate singularity and is not a true physical singularity. While this fact was

    Eddington–Finkelstein coordinates

    Eddington–Finkelstein coordinates

    Eddington–Finkelstein_coordinates

  • Chronometric singularity
  • Point at which time cannot be described mathematically

    "what's north of the North Pole". Coordinate singularity No-boundary proposal and imaginary time Spacetime singularity Time What is Cosmology?, wiseGEEK

    Chronometric singularity

    Chronometric_singularity

  • Naked singularity
  • Hypothetical phenomenon

    In general relativity, a naked singularity is a hypothetical gravitational singularity without an event horizon. When there exists at least one causal

    Naked singularity

    Naked_singularity

  • Schwarzschild radius
  • Radius of the event horizon of a Schwarzschild black hole

    of these singularities was debated for decades. It was found that the one at r = r s {\displaystyle r=r_{\text{s}}} is a coordinate singularity, meaning

    Schwarzschild radius

    Schwarzschild radius

    Schwarzschild_radius

  • Schwarzschild coordinates
  • Coordinate system in black hole physics

    dt} Looking back at the coordinate ranges above, note that the coordinate singularity at t = t 0 , r = r 0 , θ = 0 {\displaystyle t=t_{0},\,r=r_{0},\

    Schwarzschild coordinates

    Schwarzschild_coordinates

  • Gullstrand–Painlevé coordinates
  • Coordinates suitable for following a free-falling observer of a Schwarzchild black hole

    at zero velocity, and the spatial slices are flat. There is no coordinate singularity at the Schwarzschild radius (event horizon). The outgoing ones are

    Gullstrand–Painlevé coordinates

    Gullstrand–Painlevé_coordinates

  • Singularity theory
  • Mathematical theory

    mathematical singularity as a value at which a function is not defined. For that, see for example isolated singularity, essential singularity, removable

    Singularity theory

    Singularity_theory

  • Gravitational instanton
  • Four-dimensional complete Riemannian manifold satisfying the vacuum Einstein equations

    cylindrical-type coordinate singularity at the origin, as compared to the "nut" metrics, which have a sphere coordinate singularity. In both cases, the coordinate singularity

    Gravitational instanton

    Gravitational_instanton

  • Cusp (singularity)
  • Point on a curve where motion must move backwards

    type A2-singularity. Let f (x, y) be a smooth function of x and y and assume, for simplicity, that f (0, 0) = 0. Then a type A2-singularity of f at (0

    Cusp (singularity)

    Cusp (singularity)

    Cusp_(singularity)

  • BKL singularity
  • General relativity model near spacetime singularities

    relativity has a page on the topic of: BKL singularity A Belinski–Khalatnikov–Lifshitz (BKL) singularity is a model of the dynamic evolution of the universe

    BKL singularity

    BKL singularity

    BKL_singularity

  • Karl Schwarzschild
  • German physicist (1873–1916)

    solution does not contain a coordinate singularity on a surface that is now named after him. In his coordinates, this singularity lies on the sphere of points

    Karl Schwarzschild

    Karl Schwarzschild

    Karl_Schwarzschild

  • Monochromatic electromagnetic plane wave
  • begins and ends with a strong scalar curvature singularity; here, there is a mere coordinate singularity (a circumstance which much confused Einstein and

    Monochromatic electromagnetic plane wave

    Monochromatic_electromagnetic_plane_wave

  • Singular value decomposition
  • Matrix decomposition

    there is a universal constant that characterizes the regularity or singularity of a problem, which is the system's "condition number" κ := σ max / σ

    Singular value decomposition

    Singular value decomposition

    Singular_value_decomposition

  • Coordinate conditions
  • Method to choose coordinate systems

    apparent singularity at a surface that is separate from the point-source, but that singularity is merely an artifact of the choice of coordinate conditions

    Coordinate conditions

    Coordinate_conditions

  • Du Val singularity
  • Mathematical concept describing isolated singularity of an algebraic surface

    a Du Val singularity, also called simple surface singularity, Kleinian singularity, or rational double point, is an isolated singularity of a complex

    Du Val singularity

    Du_Val_singularity

  • Ak singularity
  • Description of the degeneracy of a function

    In mathematics, and in particular singularity theory, an Ak singularity, where k ≥ 0 is an integer, describes a level of degeneracy of a function. The

    Ak singularity

    Ak_singularity

  • White hole
  • Hypothetical object of spacetime

    general relativity, a white hole is a hypothetical region of spacetime and singularity that cannot be entered from the outside, although energy, matter, light

    White hole

    White_hole

  • Frame fields in general relativity
  • Spacetime modeled by four pointwise-orthonormal vector fields

    spherical coordinates have a coordinate singularity at the horizon, we'll need to switch to a more appropriate coordinate chart. The simplest possible

    Frame fields in general relativity

    Frame_fields_in_general_relativity

  • Isotropic coordinates
  • Coordinate system used to represent certain spacetimes

    family of nested round spheres. There are several different types of coordinate chart which are adapted to this family of nested spheres; the best known

    Isotropic coordinates

    Isotropic_coordinates

  • Normal crossing singularity
  • Singularities of algebraic varieties

    In algebraic geometry, a normal crossing singularity looks locally like a union of coordinate hyperplanes. There are two variants of the concept, a divisor

    Normal crossing singularity

    Normal_crossing_singularity

  • David Finkelstein
  • American physicist (1929-2016)

    recognize the one in the Schwarzschild metric and eliminate its coordinate singularity. In essence, Finkelstein determined that whatever falls past the

    David Finkelstein

    David Finkelstein

    David_Finkelstein

  • Ellis drainhole
  • Mathematical model of a wormhole

    encompasses neither a 'coordinate singularity' where 1 − f 2 ( ρ ) → 0 {\displaystyle 1-f^{2}(\rho )\to 0} nor a 'geometric singularity' where r ( ρ ) → 0

    Ellis drainhole

    Ellis_drainhole

  • Singular value
  • Square roots of the eigenvalues of the self-adjoint operator

    In mathematics, in particular in functional analysis, the singular values of a compact operator T : X → Y {\displaystyle \,T\!:X\rightarrow Y} acting between

    Singular value

    Singular value

    Singular_value

  • Cauchy horizon
  • Null hypersurface in general relativity

    weak, null curvature singularity forms at the horizon. As the Cauchy horizon is approached, the gravitational field at the singularity becomes strong and

    Cauchy horizon

    Cauchy_horizon

  • Van Hove singularity
  • Special point in the density of states of a crystal

    In condensed matter physics, a Van Hove singularity is a singularity (non-smooth point) in the density of states (DOS) of a crystalline solid. The wavevectors

    Van Hove singularity

    Van_Hove_singularity

  • Frame of reference
  • Abstract coordinate system

    and astronomy, a frame of reference (or reference frame) is an abstract coordinate system, whose origin, orientation, and scale have been specified in physical

    Frame of reference

    Frame_of_reference

  • Gravitational wave
  • Aspect of relativity in physics

    have a singularity. The journal sent their manuscript to be reviewed by Howard P. Robertson, who anonymously reported that the singularities in question

    Gravitational wave

    Gravitational wave

    Gravitational_wave

  • Vaidya metric
  • Exact spherically symmetric solution in GR

    spherically symmetric solution to Einstein's equation reads To remove the coordinate singularity of this metric at r = 2 M {\displaystyle r=2M} , one could switch

    Vaidya metric

    Vaidya_metric

  • Cosmic censorship hypothesis
  • Conjecture in physics

    Penrose–Hawking singularity theorems, singularities are inevitable in physically reasonable situations. Still, in the absence of naked singularities, the universe

    Cosmic censorship hypothesis

    Cosmic censorship hypothesis

    Cosmic_censorship_hypothesis

  • Rindler coordinates
  • Tool from special relativity

    {1}{2}},\;0,\;{\frac {1}{2}}\right\}} . The Rindler coordinate chart has a coordinate singularity at x = 0, where the metric tensor (expressed in the

    Rindler coordinates

    Rindler_coordinates

  • AdS black brane
  • Solution to Einstein equation

    r=0} represents a curvature singularity and the point r d − 1 = b {\displaystyle r^{d-1}=b} is a coordinate singularity when b > 0 {\displaystyle b>0}

    AdS black brane

    AdS_black_brane

  • Penrose diagram
  • Diagram of different points in spacetime

    singularity is represented by a spacelike boundary to make it clear that once an object has passed the horizon it will inevitably hit the singularity

    Penrose diagram

    Penrose diagram

    Penrose_diagram

  • Paul Painlevé
  • French mathematician and statesman (1863–1933)

    modification in the coordinate system was the first to reveal clearly that the Schwarzschild radius is a mere coordinate singularity (with however, profound

    Paul Painlevé

    Paul Painlevé

    Paul_Painlevé

  • Resolution of singularities
  • Concept in algebraic geometry

    the same singularity on one of the coordinate charts. So blowing up the (apparently) "worst" singular points does not improve the singularity. Instead

    Resolution of singularities

    Resolution of singularities

    Resolution_of_singularities

  • Numerical relativity
  • Sub-area of scientific computing for solving General Relativity equations

    analytical part, which contains the singularity of the black hole, and a numerically constructed part, which is then singularity free. This is a generalization

    Numerical relativity

    Numerical relativity

    Numerical_relativity

  • Lagrangian mechanics
  • Formulation of classical mechanics

    the velocity component to the corresponding coordinate z2). In each constraint equation, one coordinate is redundant because it is determined from the

    Lagrangian mechanics

    Lagrangian mechanics

    Lagrangian_mechanics

  • Metric tensor (general relativity)
  • Tensor that describes the 4D geometry of spacetime

    them are without the event horizon or can be without the gravitational singularity. The metric g induces a natural volume form (up to a sign), which can

    Metric tensor (general relativity)

    Metric_tensor_(general_relativity)

  • Canonical singularity
  • Singularities of algebraic varieties

    (1985) and Reid. In particular, a terminal 3-fold singularity is the quotient of a hypersurface singularity with multiplicity 2 by a finite cyclic group.

    Canonical singularity

    Canonical_singularity

  • Rainbows End (Vinge novel)
  • 2006 novel by Vernor Vinge

    Technological Singularity: How to Survive in the Post-Human Era, 1993 — An essay by Vinge about the possible causes and effects of technological singularity. "Synthetic

    Rainbows End (Vinge novel)

    Rainbows_End_(Vinge_novel)

  • Invariant (mathematics)
  • Property that is not changed by mathematical transformations

    of tensors do not change with rotation of the coordinate system (see Invariants of tensors). The singular values of a matrix are invariant under orthogonal

    Invariant (mathematics)

    Invariant (mathematics)

    Invariant_(mathematics)

  • Ricci flow
  • Partial differential equation

    soliton The first two singularity models arise from Type I singularities, whereas the last one arises from a Type II singularity. In four dimensions very

    Ricci flow

    Ricci flow

    Ricci_flow

  • Industrial robot
  • Robot used in manufacturing

    shoulder singularities. When the robot passes close to a shoulder singularity, joint 1 spins very fast. The third and last type of singularity in wrist-partitioned

    Industrial robot

    Industrial robot

    Industrial_robot

  • De Sitter–Schwarzschild metric
  • Metric for black holes in general relativity

    the two are very different — there is a singularity at the center of the black hole, and there is no singularity past the cosmological horizon. But the

    De Sitter–Schwarzschild metric

    De_Sitter–Schwarzschild_metric

  • Taub–NUT space
  • Exact solution to Einstein's equations

    and m and l are positive constants. Taub's metric has coordinate singularities at U = 0 , t = m + ( m 2 + l 2 ) 1 / 2 {\displaystyle U=0

    Taub–NUT space

    Taub–NUT_space

  • Roger Penrose
  • English mathematician, mathematical physicist (born 1931)

    only an apparent singularity, similar to the well-known apparent singularity at the event horizon of a black hole. The latter singularity can be removed

    Roger Penrose

    Roger Penrose

    Roger_Penrose

  • Bipolar coordinates
  • 2-dimensional orthogonal coordinate system based on Apollonian circles

    Bipolar coordinates are a two-dimensional orthogonal coordinate system based on the Apollonian circles. There are also other systems, based on two poles

    Bipolar coordinates

    Bipolar coordinates

    Bipolar_coordinates

  • Accelerationism
  • Ideologies of change via capitalism and technology

    self-revolutionizing capitalism that would culminate in a technological singularity, resulting in artificial intelligence surpassing and eliminating humanity

    Accelerationism

    Accelerationism

  • Event horizon
  • Region in spacetime from which nothing can escape

    fundamental gravitational collapse models, an event horizon forms before the singularity of a black hole. If all the stars in the Milky Way would gradually aggregate

    Event horizon

    Event horizon

    Event_horizon

  • Spacetime
  • Mathematical model combining space and time

    of measurements is given by a non-singular coordinate transformation on this intersection. The idea of coordinate charts as local observers who can perform

    Spacetime

    Spacetime

    Spacetime

  • Time dilation
  • Measured time difference as explained by relativity theory

    {\displaystyle dt_{\text{c}}} is a small increment in the coordinate t c {\displaystyle t_{\text{c}}} (coordinate time), d x , d y , d z {\displaystyle dx,dy,dz}

    Time dilation

    Time_dilation

  • Gimbal lock
  • Loss of one degree of freedom in a three-dimensional, three-gimbal mechanism

    that axis. The problem can be generalized to other contexts, where a coordinate system loses definition of one of its variables at certain values of the

    Gimbal lock

    Gimbal lock

    Gimbal_lock

  • General relativity
  • Theory of gravitation as curved spacetime

    2007 The restriction to future singularities naturally excludes initial singularities such as the big bang singularity, which in principle be visible

    General relativity

    General relativity

    General_relativity

  • Gödel metric
  • Solution of Einstein field equations

    regular (singularity-free) solution of the Einstein field equations. Gödel's original chart is geodesically complete and free of singularities. Therefore

    Gödel metric

    Gödel_metric

  • Dennis E. Taylor
  • Canadian novelist

    finished edits on book 6, The Infinite Extent.". Taylor's 2018 novel The Singularity Trap as well as his 2020 novel Heaven's River debuted on The New York

    Dennis E. Taylor

    Dennis_E._Taylor

  • Kasner metric
  • Solution of Einstein field equations

    x_{j}} and x j ′ = t sinh ⁡ x j {\displaystyle x_{j}'=t\sinh x_{j}} . BKL singularity Mixmaster universe The expression for r is derived by logarithming the

    Kasner metric

    Kasner metric

    Kasner_metric

  • List of scientific publications by Albert Einstein
  • subsequent research demonstrated that the event horizon was a coordinate singularity, not a physical one. (It can be removed by the Eddington–Finkelstein

    List of scientific publications by Albert Einstein

    List of scientific publications by Albert Einstein

    List_of_scientific_publications_by_Albert_Einstein

  • Vector field
  • Assignment of a vector to each point in a subset of Euclidean space

    isolated singularity of the field). In the plane, the index takes the value −1 at a saddle singularity but +1 at a source or sink singularity. Let n be

    Vector field

    Vector field

    Vector_field

  • Stress–energy tensor
  • Tensor describing energy momentum density in spacetime

    x2, x3. These are customarily set as t, x, y, z, where t is the time coordinate, and x, y, and z are spatial coordinates. The stress–energy tensor is

    Stress–energy tensor

    Stress–energy tensor

    Stress–energy_tensor

  • Singular point of a curve
  • Point on a curve not given by a smooth embedding of a parameter

    singular point at the origin. However, a node such as that of y 2 − x 3 − x 2 = 0 {\displaystyle y^{2}-x^{3}-x^{2}=0} at the origin is a singularity of

    Singular point of a curve

    Singular_point_of_a_curve

  • Mathematics of general relativity
  • gravitational collapse will inevitably result in a so-called singularity. A singularity is a point where the solutions to the equations become infinite

    Mathematics of general relativity

    Mathematics_of_general_relativity

  • Athene (gamer)
  • Belgian YouTuber, streamer and philanthropist

    euros. Boumaaza is currently the face of an organization called The Singularity Group. In 2019, video game journalist Chris Bratt of People Make Games

    Athene (gamer)

    Athene_(gamer)

  • Takanori Nishikawa discography
  • positions Certifications JPN Singularity Released: March 6, 2019 Label: Epic Records 2 Singularity 2 -Kakeisei No Protocol- (Singularity II -過形成のprotocol-) Released:

    Takanori Nishikawa discography

    Takanori_Nishikawa_discography

  • Lorentz transformation
  • Family of linear transformations

    transformations are a six-parameter family of linear transformations from a coordinate frame in spacetime to another frame that moves at a constant velocity

    Lorentz transformation

    Lorentz transformation

    Lorentz_transformation

  • McVittie metric
  • Solution of Einstein field equations

    but no singularity, which is extinguished by the existence of an asymptotic de Sitter–Schwarzschild phase of the spacetime. The second singularity lies

    McVittie metric

    McVittie_metric

  • The
  • Definite article in English

    single form used with nouns of any gender. The word can be used with both singular and plural nouns, and with a noun that starts with any letter or sound

    The

    The

    The

  • Imaginary time
  • Concept in special relativity

    Bang, for example, appears as a singularity in ordinary time but, when modelled with imaginary time, the singularity can be removed and the Big Bang functions

    Imaginary time

    Imaginary_time

  • Galilean transformation
  • Concept in physics and mathematics

    only physically valid in a Newtonian framework, and not applicable to coordinate systems moving relative to each other at speeds approaching the speed

    Galilean transformation

    Galilean_transformation

  • Bipolar cylindrical coordinates
  • Three-dimensional orthogonal coordinate system

    {\displaystyle y=0} ) in the Cartesian coordinate system. The term "bipolar" is often used to describe other curves having two singular points (foci), such as ellipses

    Bipolar cylindrical coordinates

    Bipolar cylindrical coordinates

    Bipolar_cylindrical_coordinates

  • Algebraic geometry
  • Branch of mathematics

    function fields, and p-adic fields. A large part of singularity theory is devoted to the singularities of algebraic varieties. Computational algebraic geometry

    Algebraic geometry

    Algebraic geometry

    Algebraic_geometry

  • Euler angles
  • Description of the orientation of a rigid body

    rotations in 3D space. The chart is smooth except for a polar coordinate style singularity along β = 0. See charts on SO(3) for a more complete treatment

    Euler angles

    Euler angles

    Euler_angles

  • Penrose process
  • Hypothetical mechanism for extracting energy from rotating black holes

    three methods utilized in order to decrease the velocity of the Meridian Singularity, as part of an attempt to prevent the destruction of Super Earth, after

    Penrose process

    Penrose process

    Penrose_process

  • Introduction to the mathematics of general relativity
  • is shown with two coordinate grids, ex and er. In space, there is no clear coordinate grid to use. This means that the coordinate system changes based

    Introduction to the mathematics of general relativity

    Introduction_to_the_mathematics_of_general_relativity

  • Frobenius manifold
  • Frobenius manifolds come from the singularity theory. Namely, the space of miniversal deformations of an isolated singularity has a Frobenius manifold structure

    Frobenius manifold

    Frobenius_manifold

  • Affine variety
  • Algebraic variety defined within an affine space

    indeterminate) is called the coordinate ring of X. The ideal I ( X ) {\displaystyle \mathrm {I} (X)} is radical, so the coordinate ring is a reduced ring,

    Affine variety

    Affine variety

    Affine_variety

  • Sphere mapping
  • Environment mapping technique

    direction), but it introduces non-uniform distortion and contains a singularity in the direction opposite the viewing direction used to create the map

    Sphere mapping

    Sphere_mapping

  • Łojasiewicz inequality
  • Inequality from distance to a zero of a real analytic function

    _{0}\right)-f\left(x^{*}\right)\right)} The coordinate descent algorithm first samples a random coordinate i k {\textstyle i_{k}} uniformly, then perform

    Łojasiewicz inequality

    Łojasiewicz_inequality

  • Magnetic monopole
  • Hypothetical particle with one magnetic pole

    is merely an artifact of the coordinate chart used and should not be taken seriously. The Dirac monopole is a singular solution of Maxwell's equation

    Magnetic monopole

    Magnetic monopole

    Magnetic_monopole

  • Wormhole
  • Hypothetical topological feature of spacetime

    to come up with coordinate systems such that if a hypersurface of constant time (a set of points that all have the same time coordinate, such that every

    Wormhole

    Wormhole

    Wormhole

  • N-vector
  • \arctan(y/x)} should be implemented using a call to atan2(y,x). The Pole singularity of longitude is evident as atan2(0,0) is undefined. Note that the equations

    N-vector

    N-vector

  • Division by zero
  • Class of mathematical expression

    arbitrarily large, and is said to "tend to infinity", a type of mathematical singularity. For example, the reciprocal function, ⁠ f ( x ) = 1 x {\displaystyle

    Division by zero

    Division by zero

    Division_by_zero

  • Kerr–Newman metric
  • Solution of Einstein field equations

    M^{2}-(J/M)^{2}-Q^{2}<0} , there is no event horizon and the interior singularity is observable as a naked singularity. That is, the Kerr–Newman metric defines a black hole

    Kerr–Newman metric

    Kerr–Newman_metric

  • Line representations in robotics
  • Conventions used in the robotics research field

    unique for a directed line. The coordinate singularities are different from the DH singularities: it has singularities if the line becomes parallel to

    Line representations in robotics

    Line_representations_in_robotics

  • Coordinate time
  • Time scale

    spacetime coordinate system relative to an implied observer. In many (but not all) coordinate systems, an event is specified by one time coordinate and three

    Coordinate time

    Coordinate_time

  • Thou
  • English archaic 2nd person singular pronoun

    when indicating singularity to avoid confusion was needed; concurrently, the plural forms, ye and you, began to also be used for singular: typically for

    Thou

    Thou

    Thou

  • Twin paradox
  • Thought experiment in special relativity

    elapsed time how to calculate proper time as a function (integral) of coordinate time Let clock K be associated with the "stay at home twin". Let clock

    Twin paradox

    Twin paradox

    Twin_paradox

  • Brinkmann coordinates
  • Coordinate system

    Brinkmann coordinates are a particular coordinate system for a spacetime belonging to the family of pp-wave metrics. They are named for Hans Brinkmann

    Brinkmann coordinates

    Brinkmann_coordinates

  • Inverse kinematics
  • Computing joint values of a kinematic chain from a known end position

    support joint constraints. The most popular heuristic algorithms are cyclic coordinate descent (CCD) and forward and backward reaching inverse kinematics (FABRIK)

    Inverse kinematics

    Inverse kinematics

    Inverse_kinematics

  • Synchronous frame
  • Reference frame

    that is, the metric has a singularity. The Landau group have found that the synchronous frame necessarily forms a time singularity, that is, the time lines

    Synchronous frame

    Synchronous_frame

  • Tacnode
  • Point on a curve at which two or more osculating circles are tangent

    {\displaystyle A_{1}^{-}} ⁠-singularity. A tacnode corresponds to a type ⁠ A 3 − {\displaystyle A_{3}^{-}} ⁠-singularity. In fact each type ⁠ A 2 n +

    Tacnode

    Tacnode

    Tacnode

  • Rotation matrix
  • Matrix representing a Euclidean rotation

    counterclockwise through an angle θ about the origin of a two-dimensional Cartesian coordinate system. To perform the rotation on a plane point with standard coordinates

    Rotation matrix

    Rotation_matrix

  • Azimuth
  • Horizontal angle from north or other reference cardinal direction

    direction, most commonly north, in a local or observer-centric spherical coordinate system. Mathematically, the relative position vector from an observer

    Azimuth

    Azimuth

    Azimuth

  • Dimension
  • Property of a mathematical space

    within it. Thus, a line has a dimension of one (1D) because only one coordinate is needed to specify a point on it – for example, the point at 5 on a

    Dimension

    Dimension

    Dimension

  • Personal pronouns in English
  • Closed lexical category of the English language

    by a vowel sound. For the use of me instead of I, see I (pronoun) § Coordinative constructions An archaic form of plural you as a subject pronoun is ye

    Personal pronouns in English

    Personal pronouns in English

    Personal_pronouns_in_English

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Online names & meanings

  • SIBILLEY
  • Female

    Cornish

    SIBILLEY

    , wise old woman.

  • Nilay
  • Boy/Male

    Gujarati, Hindu, Indian, Jain, Kannada, Malayalam, Marathi, Tamil, Telugu

    Nilay

    Heaven; Home; No Half

  • Bhini
  • Girl/Female

    Assamese, Gujarati, Hindu, Indian, Kannada, Marathi, Sindhi, Telugu

    Bhini

    Mild Fragrance; Humid

  • Locklar
  • Surname or Lastname

    English

    Locklar

    English : variant of Locklear.

  • Deva
  • Girl/Female

    Indian Celtic

    Deva

    Superior.

  • Gajakarna
  • Boy/Male

    Bengali, Hindu, Indian, Sanskrit, Sindhi, Telugu

    Gajakarna

    Elephant Eared; Lord Shiva

  • Gower
  • Boy/Male

    Welsh Shakespearean

    Gower

    Pure.

  • Suchreet
  • Boy/Male

    Indian, Punjabi, Sikh

    Suchreet

    True Traditions

  • EMELINE
  • Female

    French

    EMELINE

     Feminine form of French Émile, EMELINE means "rival." Compare with another form of Emeline.

  • Avanishwari
  • Girl/Female

    Indian, Sanskrit

    Avanishwari

    Queen of the Earth; Title for a Queen

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COORDINATE SINGULARITY

  • Fume
  • n.

    The incense of praise; inordinate flattery.

  • Unordinate
  • a.

    Disorderly; irregular; inordinate.

  • Coordinate
  • v. t.

    To give a common action, movement, or condition to; to regulate and combine so as to produce harmonious action; to adjust; to harmonize; as, to coordinate muscular movements.

  • Coordinate
  • v. t.

    To make coordinate; to put in the same order or rank; as, to coordinate ideas in classification.

  • Coordinated
  • imp. & p. p.

    of Coordinate

  • Coordinate
  • n.

    A thing of the same rank with another thing; one two or more persons or things of equal rank, authority, or importance.

  • Incoordinate
  • a.

    Not coordinate.

  • Coordinative
  • a.

    Expressing coordination.

  • Disparate
  • a.

    Pertaining to two coordinate species or divisions.

  • Coordinating
  • p. pr. & vb. n.

    of Coordinate

  • Nimious
  • a.

    Excessive; extravagant; inordinate.

  • Coordinate
  • n.

    Lines, or other elements of reference, by means of which the position of any point, as of a curve, is defined with respect to certain fixed lines, or planes, called coordinate axes and coordinate planes. See Abscissa.

  • Coordinance
  • n.

    Joint ordinance.

  • Inordinate
  • a.

    Not limited to rules prescribed, or to usual bounds; irregular; excessive; immoderate; as, an inordinate love of the world.

  • Coordinateness
  • n.

    The state of being coordinate; equality of rank or authority.

  • Disordinate
  • a.

    Inordinate; disorderly.

  • Coordinately
  • adv.

    In a coordinate manner.

  • Coordinate
  • a.

    Equal in rank or order; not subordinate.

  • Covet
  • v. i.

    To have or indulge inordinate desire.

  • Disordeined
  • a.

    Inordinate; irregular; vicious.