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Concept in differential equation mathematics
and singular points, at which some coefficient has a singularity. Then amongst singular points, an important distinction is made between a regular singular
Regular_singular_point
Point without a tangent space
point of an algebraic variety that is not singular is said to be regular. An algebraic variety that has no singular point is said to be non-singular or
Singular point of an algebraic variety
Singular_point_of_an_algebraic_variety
Method for solving ordinary differential equations
{\textstyle u''\equiv {\frac {d^{2}u}{dz^{2}}}} . in the vicinity of the regular singular point z = 0 {\displaystyle z=0} . One can divide by z 2 {\displaystyle
Frobenius_method
Non-singular point Normal point Parshin point Periodic point Pinch point Point (geometry) Point source Rational point Recurrent point Regular point, Regular
List of mathematical properties of points
List_of_mathematical_properties_of_points
Point on a curve not given by a smooth embedding of a parameter
a singular point on a curve is one where the curve is not given by a smooth embedding of a parameter. The precise definition of a singular point depends
Singular_point_of_a_curve
Mathematical theorem
analytic at x = a {\displaystyle x=a} or a {\displaystyle a} is a regular singular point. That is, any solution to this second-order differential equation
Fuchs's_theorem
Point where a mathematical object behaves irregularly
In mathematics, a singularity is a point at which a given mathematical object is not defined, or a point where the mathematical object ceases to be well-behaved
Singularity_(mathematics)
Condition in which spacetime itself breaks down
would break down catastrophically. As such, a singularity is by definition no longer part of the regular spacetime and cannot be determined by "where"
Gravitational_singularity
Topics referred to by the same term
bricks Regular map (algebraic geometry), a map between varieties given by polynomials Regular point, a non-singular point of an algebraic variety Regular point
Regular
Undefined point on a holomorphic function which can be made regular
removable singularity of a holomorphic function is a point at which the function is undefined, but it is possible to redefine the function at that point in such
Removable_singularity
Topics referred to by the same term
an infinite cardinal number that is not a regular cardinal Singular point of a curve, in geometry Singularity Singulair, Merck trademark for the drug Montelukast
Singular
Solution of a confluent hypergeometric equation
where two of the three regular singularities merge into an irregular singularity. The term confluent refers to the merging of singular points of families
Confluent hypergeometric function
Confluent_hypergeometric_function
In mathematics, a solution to a modified form of the confluent hypergeometric equation
{1/4-\mu ^{2}}{z^{2}}}\right)w=0.} It has a regular singular point at 0 and an irregular singular point at ∞. Two solutions are given by the Whittaker
Whittaker_function
Type of cardinal number in mathematics
cardinals that are not regular are called singular cardinals. Finite cardinal numbers are typically not called regular or singular. In the presence of the
Regular_cardinal
In the theory of ordinary differential equations, a movable singularity is a point where the solution of the equation behaves badly and which is "movable"
Movable_singularity
Function defined by a hypergeometric series
differential equation (ODE). Every second-order linear ODE with three regular singular points can be transformed into this equation. For systematic lists
Hypergeometric_function
Topics referred to by the same term
In mathematics, regular surface may refer to: Regular surface (differential geometry) Non-singular algebraic variety of dimension two This disambiguation
Regular_surface
regular. However over the field k[a1/p], every point of the curve is singular. So the points of this curve are regular but not geometrically regular.
Geometrically_regular_ring
Concept in algebraic geometry
the problem of resolution of singularities asks whether every algebraic variety V has a resolution, which is a non-singular variety W with a proper birational
Resolution_of_singularities
Differential map between manifolds whose differential is everywhere surjective
case, p is called a regular point of the map f; otherwise, p is a critical point. A point q ∈ N {\displaystyle q\in N} is a regular value of f if all points
Submersion_(mathematics)
Subbundle of the tangent bundle
y\in \mathrm {dom} (X)} . Similarly to the regular case, an integrable singular distribution defines a singular foliation, which intuitively consists in
Distribution (differential geometry)
Distribution_(differential_geometry)
field of algebraic geometry, a scheme X {\displaystyle X} has rational singularities, if it is normal, of finite type over a field of characteristic zero
Rational_singularity
equation has three singularities, namely at x = 0, x = 1 and around x = infinity. However, as these will turn out to be regular singular points, we will
Frobenius solution to the hypergeometric equation
Frobenius_solution_to_the_hypergeometric_equation
American mathematician (1929–1991)
"Asymptotic Solution of Differential Equations in a Domain Containing a Regular Singular Point". Canadian Journal of Mathematics. 8: 97–104. doi:10.4153/CJM-1956-015-6
Nicholas_D._Kazarinoff
Point on a curve where motion must move backwards
derivative may be omitted, although, in this case, the singularity may look like a regular point. For a curve defined by an implicit equation F ( x , y
Cusp_(singularity)
Concept in mathematics
that the problem is regular instead of singular, will fail. Some show how the problem may be solved by more sophisticated singular methods. Differential
Singular_perturbation
Function for Heun's differential equation
holomorphic and 1 at the singular point z = 0. The local Heun function is called a Heun function, denoted Hf, if it is also regular at z = 1, and is called
Heun_function
a regular singular point of the differential equation, and since C {\displaystyle {\mathcal {C}}} is entire, the second solution must be singular at
Bessel–Clifford_function
Mathematical idealization of the surface of a body
not have any singular point. A surface with no singular point is called regular or non-singular. The study of surfaces near their singular points and the
Surface_(mathematics)
Verbs in the Spanish language
occurring or not. Regular -er and -ir verbs share their endings in all tenses of this mood. Additionally, the first person singular yo also shares all
Spanish_verbs
Any of the five regular polyhedra
geometry, a Platonic solid is a convex, regular polyhedron in three-dimensional Euclidean space. Being a regular polyhedron means that the faces are congruent
Platonic_solid
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
provides a characterization of various types of singularities and the relations among them. At any ordinary point of a homogeneous linear differential equation
Fuchsian_theory
Point where the derivative of a function is zero or undefined (in certain cases)
or to a critical point which is also an inflection point, or to a singular point. For a function of several real variables, a point P (that is a set of
Critical_point_(mathematics)
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
Concept in algebraic geometry
approximated by affine space near any point. Smoothness is one way of making precise the notion of a scheme with no singular points. A special case is the notion
Smooth_scheme
Word that substitutes for a noun or noun phrase
cross-linguistically. An example of a pronoun is "you", which can be either singular or plural. Sub-types include personal and possessive pronouns, reflexive
Pronoun
How English plurals are formed; typically -(e)s
to the end of most nouns. Regular English plurals fall into three classes, depending upon the sound that ends the singular form: In English, there are
English_plurals
Point where the curvature of a curve changes sign
inflection point is a point on the graph at which the second derivative has an isolated zero and changes sign. In algebraic geometry, a non singular point of
Inflection_point
Singularities of algebraic varieties
canonical singularities are a class of singularities that appear on the canonical model of an algebraic variety, and terminal singularities are a narrower
Canonical_singularity
Point of interest for complex multi-valued functions
nontrivial monodromy and an essential singularity. In geometric function theory, unqualified use of the term branch point typically means the former more restrictive
Branch_point
Strategic shift in NBA basketball
efficiency from well-behind the three-point line, and his versatility shooting off-the-dribble or in-motion, made him a singular offensive talent in the history
Three-point_revolution
Method in numerical analysis
above the point ( u 0 , λ 0 ) {\displaystyle (\mathbf {u} _{0},\lambda _{0})} is a regular point. A singular point of F {\displaystyle F} is a point ( u ,
Numerical_continuation
Techniques in mathematical analysis
position and in frequency. The main idea is to describe a singularity not only by the point at which it occurs, but also by the cotangent direction in
Microlocal_analysis
Classification of verbs by regularity of inflection
inflected parts of regular verbs are given in detail in the article on English verbs. In summary they are as follows: The third person singular present tense
Regular_and_irregular_verbs
Curve defined as zeros of polynomials
matrix is evaluated at a point P on the curve, then the point is a smooth or regular point; otherwise it is a singular point. In particular, if the curve
Algebraic_curve
On linear differential equations with certain properties
regular linear system which is Fuchsian at all but one of the singular points. Plemelj's claim that the system can be made Fuchsian at the last point
Hilbert's twenty-first problem
Hilbert's_twenty-first_problem
certain singular points, occur frequently in coordinate systems. For example, in spherical coordinates, the rank of the map from the two angles to a point on
Rank_(differential_topology)
Multi-dimensional generalization of triangle
defining points themselves as sets of size 1) are called the vertices (singular: vertex), the 1-faces are called the edges, the (n − 1)-faces are called
Simplex
On when a manifold that admits a singular foliation is homeomorphic to the sphere
the singularity a critical point of the function. The singularity is a center if it is a local extremum of the function; otherwise, the singularity is
Reeb_sphere_theorem
Irrealis grammatical mood
exist a short and a long form for the second person singular. The formation of this for regular verbs differs between the indefinite and definite: the
Subjunctive_mood
Type of singularity analysis
characterizes the singularities of a generalized function f, not only in space, but also with respect to its Fourier transform at each point. The term "wave
Wave_front_set
Type of mathematical curve
y=ax^{3}+bx^{2}+cx+d} is regular in the Euclidean plane but has a singular point at infinity in the direction of the y-axis (the point of projective coordinates
Cubic_plane_curve
Well-behaved sequence in a commutative ring
In commutative algebra, a regular sequence is a sequence of elements of a commutative ring which are as independent as possible, in a precise sense. This
Regular_sequence
Topics referred to by the same term
in English an ending used to form the regular English plural an ending used to form the third-person singular present indicative of English verbs a plural
-s
Fundamental object of geometry
(geometry) Point at infinity Point cloud Point process Point set registration Pointwise Singular point of a curve Whitehead point-free geometry Ohmer (1969)
Point_(geometry)
Theorem in topology
regular value of f {\displaystyle f} is a point p ∈ B ( 0 ) {\displaystyle p\in B(0)} such that the Jacobian of f {\displaystyle f} is non-singular at
Brouwer_fixed-point_theorem
West Germanic language
"two loaves of bread". Regular plural formation: Singular: cat, dog Plural: cats, dogs Irregular plural formation: Singular: man, woman, foot, fish,
English_language
Mathematical concept
be non-singular (complex manifolds or regular schemes, depending on the context). The fibers that are not elliptic curves are called the singular fibers
Elliptic_surface
which is a regular foliation of codimension 2. Similar to integrable regular systems, a singular foliation produces an integrable singular system. For
Integrability conditions for differential systems
Integrability_conditions_for_differential_systems
Type of spacetime singularity in fiction
singularity after seeing an image of itself inside, and becomes trapped. To escape, the crew uses a shuttle to fire a tachyon beam at the entry point
Quantum_singularity
Declination patterns for nouns in the Finnish language
went into the house" - regular formation from talo -Vn veteen = "into the water" - regular formation from vesi, strong singular stem vete- -Vn vesiin =
Finnish_noun_cases
Concept in mathematics
growth on some sectors around the point ∞ in the projective line P1, the equation does not have regular singularities at ∞. (This can also be seen by rewriting
Riemann–Hilbert correspondence
Riemann–Hilbert_correspondence
Romance language
pronouns are inflected for number (singular or plural, though in most nouns the plural is pronounced the same as the singular even if spelled differently);
French_language
Ancient Indo-European language of the Hittite Empire
two grammatical numbers: singular and plural. Some animate nouns could also take a collective plural in addition to the regular numerical plural. Luwian
Luwian_language
Cosmological model
possible timescale evaluated for any point in space) of each previous iteration being identified with the Big Bang singularity of the next. Penrose popularized
Conformal_cyclic_cosmology
Algebraic structure used in topology
topological space X {\displaystyle X} , the definition of singular cohomology starts with the singular chain complex: ⋯ → C i + 1 → ∂ i + 1 C i → ∂ i C i
Cohomology
Grammatical mood
imperatives, both in the second person: one for singular and one for plural/polite singular. The singular imperative is formed by adding –a to the verbal-stem
Imperative_mood
Grammar of the Swedish language
singular, is en for common nouns, and ett for neuter nouns, e.g. en flaska ("a bottle"), ett brev ("a letter"). The definite article in the singular is
Swedish_grammar
sets of singular cardinals, among other applications. The abbreviation "pcf" stands for "possible cofinalities". If A is an infinite set of regular cardinals
Pcf_theory
with a non-singular, connected projective curve C / K {\displaystyle C/K} for a generic fiber and unions of curves (possibly reducible, singular, non-reduced)
Arithmetic_surface
Extinct Bronze Age Indo-European language
for water between the nominative singular, wadar, and the genitive singular, wedenas. He also presented a set of regular sound correspondences. After a
Hittite_language
Cosmological model in which the observable universe is the interior of a black hole
hole may, at some point, appear as a white hole. Rather than a Big Bang starting from a singularity, there is instead a non-singular Big Bounce, at which
Black_hole_cosmology
Prehistoric site in Louisiana, US
Ortmann, Anthony L.; Arco, Lee J. (November 2008), "Poverty Point and the Archaeology of Singularity" (PDF), Society for American Archaeology Archaeological
Poverty_Point
Concept in algebraic geometry
restriction to non-singular varieties will not lead to a compact space in any sense as moduli space: varieties can degenerate to having singularities. On the other
Geometric_invariant_theory
called the affine cone of X {\displaystyle X} , then the point at the origin is always singular. For example, consider the affine cone of a quintic 3 {\displaystyle
Smooth_morphism
Matrix in mathematics
Z-matrix) and whose eigenvalues have nonnegative real parts. The set of non-singular M-matrices are a subset of the class of P-matrices, and also of the class
M-matrix
Final portion of the large intestine
another in the sigmoid colon five centimeters above the rectum, becoming a singular longitudinal muscle that surrounds the rectum on all sides for its entire
Rectum
Romanian writer and historian (1921–1993)
is 'different', he is an 'exceptional' young man, who is set to have a singular destiny." On 13 March 1943, at a time when Romania had rallied with Nazi
Ion_Negoițescu
Methods of mathematical approximation
problem is called a singular perturbation problem. Many special techniques in perturbation theory have been developed to analyze singular perturbation problems
Perturbation_theory
Grammatical features of Old English
forms may exist alongside regular a-stem forms: feld: dative singular felda ford: dative singular forda winter: dative singular wintra æppel: nominative/accusative
Old_English_grammar
Type of synthetic language
-ism "the ideology of". On the other hand, in a word such as runs, the singular suffix -s indicates the verb is both in third person and present tense
Agglutinative_language
Objects of certain abelian categories associated to topological spaces
complex manifold, or more general topologically stratified spaces, possibly singular. The concept was introduced in the work of Joseph Bernstein, Alexander
Perverse_sheaf
Solution to the Einstein field equations
the curvature becomes infinite, indicating the presence of a singularity. At this point the metric cannot be extended in a smooth manner (the Kretschmann
Schwarzschild_metric
Limiting case which is different from the rest of the class
to singularities, either in the object or in some configuration space. For example, a conic section is degenerate if and only if it has singular points
Degeneracy_(mathematics)
Conformal mappings in complex analysis
regular singular points at z = 0, 1, and ∞, corresponding to the vertices of the triangle with angles πα, πγ, and πβ respectively. At these singular points
Schwarz_triangle_function
Words in Kurukh that substitute for a noun or noun phrase
specific number suffixes: the singular marker -n and the plural marker -m. This structural combination creates the regular forms directly: the stem ē- +
Pronouns_in_Kurukh
Mathematics of smooth surfaces
S may have singularities such as cuspidal edges. Such surfaces are typically studied in singularity theory. Other weakened forms of regular surfaces occur
Differential geometry of surfaces
Differential_geometry_of_surfaces
Declensions in the Latvian language
zibens "lightning". The 2nd declension noun suns "dog" has the regular genitive singular suņa. The three feminine declensions can be characterized as follows:
Latvian_declension
State of being real
the philosophical discipline studying the nature and types of existence. Singular existence is the existence of individual entities while general existence
Existence
Algebraic element satisfying some of the criteria of an inverse
( A ) = 0 {\displaystyle \det(A)=0} , A {\displaystyle A} is singular and has no regular inverse. However, A {\displaystyle A} and G {\displaystyle G}
Generalized_inverse
Inflection in the Russian language
for two grammatical numbers (singular and plural) and six grammatical cases ; some of these parts of speech in the singular are also declined by three grammatical
Russian_declension
Gallo-Romance dialect continuum
unstressed vowel /a/, analogical -e in the first singular (from verbs like j'entre, with a regular -e ) and wholesale replacement of the subjunctive
Old_French
Concept in commutative algebra
domain that is not a J-1 ring as S has a cusp singularity at every closed point, so the set of singular points is not closed, though it is a G-ring. This
Excellent_ring
Spanish grammar
person singular), -es (second person singular), -emos (first person plural), -éis (second person plural), and -en (third person plural). For regular -er
Subjunctive_mood_in_Spanish
Latin language in the period before 70 BC
became reduced in function, and the locative singular form eventually merged with the genitive singular by regular sound change. In the plural, the locative
Old_Latin
'leaf', folium, is neuter. In descriptions of a single leaf, the neuter singular ending of the adjective is used, e.g. folium lanceolatum 'lanceolate leaf'
Glossary_of_leaf_morphology
Algebraic variety defined within an affine space
\dots ,a_{n}).} The point a is regular if the rank of JV(a) equals the codimension of V, and singular otherwise. If a is regular, the tangent space to
Affine_variety
Concept in algebraic geometry
of a scheme of dimension 1 is regular, and the normalization of a scheme of dimension 2 has only isolated singularities. Normalization is not usually
Normal_scheme
Extinct Italic language of central Italy
accusative singular and plural: the neuter nominative and accusative singular are identical with each other and the masculine accusative singular, while the
Umbrian_language
REGULAR SINGULAR-POINT
REGULAR SINGULAR-POINT
Boy/Male
Indian, Sanskrit
Connector; Regulator
Girl/Female
Arabic, Gujarati, Indian, Kannada, Kashmiri, Muslim, Sindhi
Unique; Singular; Sole; Exclusive
Girl/Female
Indian
Unique, Singular, Exclusive
Boy/Male
Muslim/Islamic
Singular exclusive, unequalled
Girl/Female
Arabic, Muslim
Unique; Singular; Single
Girl/Female
Indian
Unique, Singular, Exclusive
Boy/Male
Hindu, Indian, Tamil
Regular Winner
Girl/Female
Indian
Unique, Singular, Exclusive
Boy/Male
Gujarati, Haryanvi, Hindu, Indian, Kannada, Marathi, Telugu
Regular; Ethical; Good in Nature
Girl/Female
Indian
Unique, Singular
Girl/Female
Muslim
Unique, Singular, Exclusive
Girl/Female
Arabic, Muslim
Unique; Singular
Girl/Female
Celtic
Mythical daughter of Lyr.
Girl/Female
Muslim
Unique, Singular, Exclusive
Boy/Male
Hindu, Indian, Traditional
Conduct; Regular Performance of Worship
Girl/Female
Muslim
Unique, Singular, Exclusive
Girl/Female
Hebrew
Precious.
Girl/Female
Muslim
Unique, Singular
Girl/Female
Arabic, Muslim
Singular; Unparalleled; Alone; Unique
Surname or Lastname
English
English : from Middle English sengler, syngler ‘singular’ (Old French se(i)ngler), perhaps a nickname for a solitary person.German : topographic name for a valley dweller, from a diminutive of Middle High German senke ‘valley’ + the suffix -er, denoting an inhabitant.German : habitational name for someone from Singeln near Waldshut.German : variant of Sing 1.
REGULAR SINGULAR-POINT
REGULAR SINGULAR-POINT
Female
French
French form of Latin Carola, CAROLE means "man."
Male
Chinese
accomplished.
Boy/Male
Tamil
Son, Delightful
Boy/Male
Muslim
An expensive wood
Boy/Male
Bengali, Indian
Who Kiss the Sky
Girl/Female
Tamil
Kratika | கà¯à®°à®¾à®‚திகா
Male
German
Low German form of High German Dietrich, DIEDERICK means "first of the people; king of nations."
Boy/Male
Scandinavian
Divine bear.
Girl/Female
Norse
A giant.
Boy/Male
Tamil
REGULAR SINGULAR-POINT
REGULAR SINGULAR-POINT
REGULAR SINGULAR-POINT
REGULAR SINGULAR-POINT
REGULAR SINGULAR-POINT
a.
Not regular; not conforming to a law, method, or usage recognized as the general rule; not according to common form; not conformable to nature, to the rules of moral rectitude, or to established principles; not normal; unnatural; immethodical; unsymmetrical; erratic; no straight; not uniform; as, an irregular line; an irregular figure; an irregular verse; an irregular physician; an irregular proceeding; irregular motion; irregular conduct, etc. Cf. Regular.
adv.
Strangely; oddly; as, to behave singularly.
adv.
So as to express one, or the singular number.
a.
Constituted, selected, or conducted in conformity with established usages, rules, or discipline; duly authorized; permanently organized; as, a regular meeting; a regular physican; a regular nomination; regular troops.
a.
Relating to an angle or to angles; having an angle or angles; forming an angle or corner; sharp-cornered; pointed; as, an angular figure.
n.
A making angular; angular formation.
n.
The singular number, or the number denoting one person or thing; a word in the singular number.
a.
Denoting one person or thing; as, the singular number; -- opposed to dual and plural.
a.
Governed by rule or rules; steady or uniform in course, practice, or occurence; not subject to unexplained or irrational variation; returning at stated intervals; steadily pursued; orderlly; methodical; as, the regular succession of day and night; regular habits.
a.
Fig.: Lean; lank; raw-boned; ungraceful; sharp and stiff in character; as, remarkably angular in his habits and appearance; an angular female.
n.
One who is not regular; especially, a soldier not in regular service.
a.
Conformed to a rule; agreeable to an established rule, law, principle, or type, or to established customary forms; normal; symmetrical; as, a regular verse in poetry; a regular piece of music; a regular verb; regular practice of law or medicine; a regular building.
adv.
In a singular manner; in a manner, or to a degree, not common to others; extraordinarily; as, to be singularly exact in one's statements; singularly considerate of others.
a.
Belonging to a monastic order or community; as, regular clergy, in distinction dfrom the secular clergy.
a.
Standing by itself; out of the ordinary course; unusual; uncommon; strange; as, a singular phenomenon.
a.
Distinguished as existing in a very high degree; rarely equaled; eminent; extraordinary; exceptional; as, a man of singular gravity or attainments.
a.
Measured by an angle; as, angular distance.
a.
Thorough; complete; unmitigated; as, a regular humbug.
a.
Having all the parts of the same kind alike in size and shape; as, a regular flower; a regular sea urchin.
a.
Each; individual; as, to convey several parcels of land, all and singular.