n
(physics) A graphical representation of supersymmetric algebras, consisting of coloured finite connected simple graphs that are bipartite and n-regular.
n
A mathematician who specializes in algebraic geometry.
adj
(mathematics, algebraic geometry, arithmetic geometry) Of or relating to anabelian geometry, a proposed theory describing the way the algebraic fundamental group G of an algebraic variety (or some related geometric object) V determines how V can be mapped into another geometric object W, under the assumption that G is very far from being an abelian group, in a sense to be made more precise.
n
(linear algebra) Alternative spelling of antidiagonal. [(linear algebra) The diagonal of a matrix that leads from top-right towards bottom-left.]
adj
(mathematics) Describing a particular mapping of a complex vector space
adj
(electrical engineering) The converse of symmetric in electrical network theory, especially filter theory. A network where the input and output image impedances are the dual, or inverse, of each other as opposed to symmetric networks where they are equal.
adj
(of a bilinear form) For which B(w,v) = -B(v,w).
v
(mathematics) To make antisymmetric.
n
Synonym of arithmetic progression
n
(mathematics) A curve having a parallel tangent vector field.
n
(mathematics) The bell-shaped curve that is typical of the normal distribution.
adj
(mathematics) Of or pertaining to a bicategory
adj
(mathematics) Describing a matrix that has non-zero entries along the main diagonal and either the diagonal above or the diagonal below.
n
Any equation of this kind.
adj
(mathematics, of a distribution) Having two modes (local maxima)
adj
Consisting of two terms, or parts.
adj
(mathematics) describing such a line
adj
(mathematics, of two sets) Orthonormal and having elements that are each orthogonal to all but exactly one element in the other set.
adj
(mathematics) Providing two-way proportionality.
adj
(mathematics) quasiprimitive in two different ways
n
(algebraic geometry) A field of algebraic geometry in which the aim is to determine under what conditions two algebraic varieties are isomorphic outside lower-dimensional subsets.
adv
(mathematics) In birational terms.
adj
(geometry, of two varieties) Having a biregular map from one to the other, i.e. isomorphic as abstract varieties.
adj
(mathematics, of a square matrix) Symmetric about both of its main diagonals.
n
(mathematics) The property of being bisymmetric.
n
(mathematics) A tensorial function of pairs of points.
n
(mathematics) The intersection of two thresholds
adj
(mathematics) Having or involving exactly two variables.
adj
Alternative form of bivariate [(mathematics) Having or involving exactly two variables.]
n
(mathematics) (of an element in a group) The set of elements of the same group which commute with the element. See also normalizer.
n
(physics) the condition of being collisional
n
(mathematics) The study of complex manifolds, complex algebraic varieties, and functions of several complex variables.
n
(computer science, geometry) A field of study, within computer science, devoted to algorithms that solve problems formulated in geometric terms.
adj
(functional analysis, not comparable, of a real-valued function on the reals) satisfying the property that all segments connecting two points on the function's graph lie below the function.
n
(mathematics, geometry) The quality of being isometric — roughly, the same measure and shape.
adj
(mathematics) Whose corresponding vector field (covector) is normal
n
(mathematics) The condition of being conormal
n
(geometry) Synonym of kissing number
n
(mathematics) Conversion to, or description using a contact manifold
n
(mathematics) The smallest convex set of points in which a given set of points is contained.
n
(mathematics) A set which contains any convex combination of any (finite) subset of its points.
n
Synonym of Alexander-Conway polynomial
n
(mathematics) Synonym of socle
n
Synonym of coversed cosine
n
(mathematics) The quantile dependence between two time series
adj
Of or pertaining to cryptarithms.
n
(mathematics) Conversion to cubic form
n
(calculus, proper noun) The vector operator, denoted rm curl; or ⃑∇⨯⃑(·), that generates this field.
n
(mathematics) Synonym of circuit rank
n
Synonym of de Moivre's formula
n
(geometry) A generatrix.
adj
(mathematics) Describing a form of cyclicity operator having criteria midway between a hypercyclic and a supercyclic operator.
n
(mathematics, rare) The property of being diskcyclic.
n
(projective geometry) The interchangeability of points and planes.
n
(mathematics) The condition of being epimorphic
n
(geometry) An affine transformation that preserves area.
adj
(mathematics) equally anharmonic; specifically, whose anharmonic ratio is a cube root of unity
adj
(mathematical analysis) Containing elements that are both outer regular and inner regular and which have inverses that are also both outer regular and inner regular.
n
(mathematics, uncountable) The study of the properties of dynamic systems over large timescales.
n
d( textbf a, textbf b)=√
n
The Euclidean approach to geometry.
adj
(mathematics, obsolete) Of numbers, describing a geometrical figure.
adj
(geometry, of a point) Having coordinates that are algebraically independent over the base field.
n
(mathematics) A measure of central tendency of a set of n values computed by extracting the nth root of the product of the values.
n
(mathematics, uncountable) The branch of mathematics dealing with spatial relationships.
n
(mathematics) Any of a family of curves, describing demographic growth, that increase exponentially at first before reaching a plateau.
adj
Of or relating to Alexander Grothendieck (1928–2014), German-born French mathematician who was instrumental in the creation of modern algebraic geometry.
n
(mathematics) The amplitude of a sine function
n
(mathematics) In morphology, an operation that detects a given configuration (or pattern) in a binary image, using the erosion operator and a pair of disjoint structuring elements.
n
(mathematics, physics) Any form of diffusion whose mathematical representation contains orders greater than cubic.
adj
At a rate that is greater than logarithmic
n
(mathematics) The condition of a system in which there exist two constants k_1>0,k_2>0 such that any state trajectory of the system satisfies the inequality: |x(t)|0
n
(mathematics) A n-dimensional surface in a space (often a Euclidean space) of dimension n+1
adj
(mathematics) Describing quaternionic analogues of toric structures
n
(mathematics) The condition of being hypoelliptic
n
(mathematics) The condition of being hyponormal
n
(mathematics, topology) A point in a set S that has a neighbourhood which is contained in S.
n
(mathematics) A mapping between two equivariant maps
n
The condition of being isomorphic
n
(mathematics) Synonym of Kakeya needle set
n
Alternative letter-case form of Laplacian [(mathematics) The Laplace operator.]
adj
(physics) A type of length measurement involving only one spatial dimension (as opposed to area or volume).
adj
(mathematics) (in group theory) quasi-linear
adj
(physics) Describing a proposed form of cosmological inflation whose rate is intermediate between logarithmic and exponential.
n
Synonym of Manning formula
n
Synonym of Barnes integral
adj
(mathematics) Pertaining to a leading order graph.
n
(mathematics) A metric tensor.
n
(mathematics) A tuple consisting of multiple numeric parts, such as a quaternion.
adj
(mathematics) Relating to a multicategory
adj
(mathematics) Relating to multiple convex sets or variables
n
(mathematics) The connectedness locus in the space of antiholomorphic unicritical polynomials; The set of parameters for which the Julia set is connected.
n
(mathematics) A solution to a multicover problem.
n
(mathematics) An extension of the concept of distance between a pair of points in n-dimensional space
adj
(mathematics) Having multiple extrema
adj
(rare) That can be expressed in multiple mathematical ways
adj
(mathematics) Having multiple norms
n
(statistical mechanics) The number of microstates associated with a given macrostate.
n
(mathematics) A multiple singularity
adj
(mathematics) Multivariate
adj
(mathematics) Involving multiple zeta values
adj
(coding theory) constacyclic where the constant λ is -1
n
(mathematics) Synonym of Newton's method
adj
(mathematics, of a matrix) Diagonalizable, able to be diagonalized.
n
(geometry) That which is not an intersector.
n
if v ne 0 then |v| ne 0;
adj
(mathematics) Converted to, or considered as an orbifold
adj
(mathematics, of a lattice) Having orthocomplementation.
adj
Of a pair of elements in an ortholattice: each less than or equal to the orthocomplement of the other.
n
(mathematics) An orthocomplemented lattice.
adj
(mathematics) Of a set of vectors, both orthogonal and normalized.
n
(mathematics) The condition of being orthonormal
v
(mathematics) To make a set of vectors both orthogonal and normalized.
adv
(mathematics) In an orthonormal manner
n
(mathematics) A pair of orthogonal or disjoint subsets (of a given universe)
adj
(mathematics, of a matrix) That has equal elements of the secondary diagonal.
adj
(obsolete, mathematics) parabolic
n
(physics, countable) Symmetry of interactions under spatial inversion.
n
Synonym of Pell's equation
adj
(mathematics, of a square matrix) Such that the values on each line perpendicular to the main diagonal are the same for a given line.
adj
Alternative form of persymmetric [(mathematics, of a square matrix) Such that the values on each line perpendicular to the main diagonal are the same for a given line.]
n
Synonym of Pisot-Vijayaraghavan number
n
(mathematics) The interchange of suitable rows and/or columns of a matrix in order to place a particular element on the diagonal (prior to some other operation)
adj
(mathematics) Relating to the orthogonal group of a quadratic form
adj
(mathematics) affine in multiple ways
n
(mathematics) a point on a curve at which the sign of the curvature changes; at this point the second derivative of the underlying function will be zero, but positive on one side and negative on the other.
adj
(mathematics) Exhibiting polyconvexity.
n
(mathematics) A generalization of the notion of convexity for functions defined on spaces of matrices.
n
(mathematics) A multidimensional directed graph; a computad.
adj
(mathematics) Involving many linear functions
adj
Synonym of multivalued
n
(mathematics) An iterative process used to create two-dimensional coloured images (polynomiographs) that are the representations of polynomials
n
(mathematics) The condition of a function or equation that has multiple singularities
n
(mathematics) A higher-order spectrum of a multivariate stationary time series
adj
(mathematics) prior to the introduction of symplectic geometry
adj
(mathematics) describing those properties of a figure that are invariant upon projection
n
(geometry) projective transformation, homography
n
(mathematics) An operator that forms a projection.
n
A method of computing by means of a table of natural trigonometrical functions, without multiplication.
n
The calculation of a pseudopotential
adj
(physics) describing a system of two entities, at least one of which is itself binary (or more complex)
adj
(mathematics) (said of a function) differentiable and decreasing in any direction where it has a negative directional derivative.
n
(mathematics) A pseudometric having some characteristics of distance
n
(mathematics) The condition of being pseudolocal
n
(mathematics) A numerical entity that combines the properties of moments and metrics
adj
(mathematics) Relating to a pseudotensor
n
(mathematics, mathematical analysis) The act or process of solving an indefinite integral by symbolic means.
adj
(mathematics, of a morphism) Having open affine subschemes
adj
(mathematics) Preserving a specified property under transformation.
adj
(mathematics) Synonym of quasianalytic
adj
(mathematics) said of a function, if the inverse image of any set of the form (a,∞) for that function is a convex set.
adj
(mathematics) Nearly, but not quite, conformal
adj
(mathematics) Describing a certain type of cyclic group or cyclic code
adj
(mathematics) Describing a system that has some characteristics of a dynamical system
adj
(physics, mathematics) Describing any system that has some harmonic (periodic) characteristics
adj
(mathematics, physics) Having some homogeneous characteristics.
adj
(mathematics) Almost but not quite symmetric.
adj
Alternative form of quasisymmetric [(mathematics) Almost but not quite symmetric.]
n
(mathematics) A mapping that preserves shape but allows size to change in a well-defined manner.
adj
(mathematics) Of a group: being a finite simple group that resembles a group of Lie type of rank at most 2 over a field of characteristic 2.
adj
(mathematics) Describing a smooth 2n-dimensional manifold that admits a smooth, locally standard action of an n-dimensional torus, with orbit space an n-dimensional simple convex polytope.
n
(mathematics) An arrangement of branches.
n
(geometry) A form of isomorphism applied between line bundles.
n
(mathematics) The coefficient of k in the three-dimensional curl of a two-dimensional vector field.
n
(mathematics) The condition of a fractal whose pieces are scaled by different amounts in the x and y directions, so that self-similarity becomes apparent only after an anisotropic transformation.
adj
(mathematics) Having no ascending cycles
adj
(mathematics) Having a Walsh transform that contains only the values {0, ±2(n+1)/2}, when n is odd.
n
(mathematics) The value of n for a Dyck path that begins at the origin (0,0) and ends at the coordinate (2n,0).
n
(mathematics) One half of a matrix
adj
(mathematics) Relating to a semimodule.
adj
(mathematics, of a graph) edge-transitive but not vertex-transitive
n
(mathematics) The act or process of making semisymmetric
adj
(mathematics) (of a map of a complex vector space) Linear in one coordinate and conjugate linear in the other
n
Alternative spelling of skew-symmetry [(linear algebra) The state of being skew-symmetric]
adj
(mathematics) Approximately sinusoidal
adj
(vector calculus) Describing a vector field having no divergence anywhere
v
(mathematics) To calculate a subcross.
n
(mathematics) A subsidiary locus
adj
(mathematics) Relating to a subsymmetry
adj
(mathematics, physics) Covariant in terms of supersymmetry.
n
(physics) Such an invariant quantity, function etc.
adj
Relating to a supramodule
n
(mathematics) A kind of modified Daubechies wavelet with increased symmetry.
n
(mathematics) Conversion to symplectic form
n
(mathematics) Synonym of blancmange curve
n
(mathematics) Conversion to toroidal form
adj
(mathematics) Of or pertaining to the trace of a projection.
n
(mathematics) A relation between two mathematical figures such as a straight line where the coordinates of each point in one figure is a constant added to the coordinates of a corresponding point in the other figure.
adj
(physics) Describing a circuit that has an exponential (rather than linear) current-voltage relationship
adj
(mathematics) Having the property that for any pair of points (x, y) in a Riemannian manifold where x belongs to the normal subspace at y, the normal subspaces at points x and y coincide.
n
(mathematics) A kind of linear mapping which leaves all points on one axis fixed, while other points are shifted parallel to the axis by a distance proportional to their perpendicular distance from the axis
v
(mathematics, computing) to interpolate trilinearly
n
(algebra) An expression consisting of three terms.
n
(mathematics) A vector with the length of 1.
n
(mathematics) the inverse of a ranking
n
(linear algebra) a vector with the size given by the product of two vectors computed as the product of the magnitudes of the vectors and the sine of the angle between their directions, and directed perpendicular to the given two vectors, with positive orientation.
adj
(mathematics) Of or pertaining to a vector.
adv
(algebra) Of a substructure of finite index.
n
Synonym of Hadamard transform
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