n
(mathematics) A bijective antihomomorphism, i.e., an antiisomorphism, from a magma to itself.
n
(mathematics) An isomorphism of a mathematical object or system of objects such that the image of a product of two values is the same as the product of the images of the two values in reverse order.
adj
(mathematics) antisymmetric
n
Non-Oxford British English standard spelling of antisymmetrizer. [(mathematics, physics) A linear operator that makes a wave function of N identical fermions antisymmetric under the exchange of the coordinates of any pair of fermions.]
adj
(mathematics, physics) Modified by an antisymmetrizer.
n
(mathematics, physics) A linear operator that makes a wave function of N identical fermions antisymmetric under the exchange of the coordinates of any pair of fermions.
adj
(mathematics) (more or less) associative and also symmetric
adj
(mathematics) Of or pertaining to automorphy or an automorphism
adv
(mathematics) In terms of automorphisms
n
(mathematics, physics) a pseudovector
adj
(mathematics) Of, pertaining to, or exhibiting biholomorphism
adj
(mathematics, of a map) Both injective and surjective.
adj
(complex analysis, physics, engineering) Of or pertaining to a Möbius transformation (type of conformal map representable as the ratio of two linear functions).
adj
(mathematics) Isomorphic outside thin analytic sets.
n
(mathematics) A monoid that is also a comonoid
adj
(mathematics) Related to bimonoids
adj
(mathematics) Related to a bimorphism.
adj
(mathematics) Of or pertaining to a Borel set.
n
Synonym of Bézout's identity
adj
(mathematics) Relating to, or having the form of a catenoid
n
(mathematics) An oriented matroid that exhibits the concept of chirality.
adj
(mathematics) Synonym of coatomistic
adj
(mathematics) Synonym of concyclic
adj
(mathematics) Having the same cyclomatic number
adj
(mathematics) Relating to a cofibration
adj
Of or pertaining to cohomology.
adj
(mathematics) Relating to, or part of a cohomology
adj
(mathematics, of a transformation) That preserves angles between intersecting curves.
n
(mathematics) A mapping, between points of one coordinate system and another, in which the angles of intersection between pairs of curves are preserved.
adj
(mathematics) Of a real matrix A: such that xᵀᴬˣ≥0 for every non-negative vector x≥0.
adj
(mathematics) Relating to a cosimplex
adj
(obsolete) Cossic; relating to algebra.
adj
(mathematics) Two objects, especially systems of axioms or semantics for them, are called cryptomorphic if they are equivalent (possibly in some informal sense) but not obviously equivalent.
n
(mathematics) the condition of being cryptomorphic
n
Synonym of Curry-Howard correspondence
adj
(mathematics) of or pertaining to a cyclide
n
(physics) The d'Alembert operator.
adj
(mathematics) Having a diffeology.
adj
(mathematics) Having a diffeomorphism.
n
(mathematics) An idempotent semiring.
n
(mathematics) transformation into a spherical 3-manifold
n
(mathematics) A homomorphism that maps a system to itself
adj
(mathematics) Relating to an epimorphism.
adj
Having holohedral symmetry.
adj
(mathematics) Exhibiting holonomy.
n
Anything characteristic of homeomorphism.
adj
Having a homeomorphism
adj
(mathematics) Homeomorphic.
n
(mathematics) A boundlessly thin shell constrained by a couple of similar surfaces with nearly identical orientations.
adj
(Britain, topology) Alternative spelling of homeomorphic [Having a homeomorphism]
n
(British spelling, topology) Alternative spelling of homeomorphism [(topology) a continuous bijection from one topological space to another, with continuous inverse.]
adj
(geometry) Having the same invariants.
n
(geometry) An isomorphism between projective spaces that maps straight lines to straight lines.
n
(geometry, projective geometry) specifically, such relationship in the context of the geometry of perspective.
n
Something exhibiting homomorphy, i.e. having the same form as something else.
adj
(algebra) Of or pertaining to homomorphism; having a homomorphism.
n
(geometry) A homothetic transformation.
adj
Alternative form of homothetic [(mathematics, geometry) for a geometric figure that is the image of another figure under an homothety.]
n
(uncountable) The relationship between two continuous functions where homotopy from one to the other is evident.
n
(computer science) Composition of an anamorphism and a catamorphism.
adj
(mathematics) Having all its homomorphic images be Archimedean.
adj
Of or pertaining to a hyperbola.
adv
In terms of hypergeometry.
n
(mathematics) symmetry in more than two dimensions
adj
Relating to hypertopology.
n
(mathematics) The condition of being isoclinic
n
(mathematics) An automorphism of transformation networks.
adj
(mathematics) Having the same (or constant) monodromy
n
Anything that exhibits isomorphism
adj
Having identical relevant structure; being structure-preserving while undergoing certain invertible transformations.
n
(sociology) the similarity in the structure or processes of different organizations
adj
(mathematics) Of two presemifields 𝕊 and 𝕊' of characteristic p, when there exists three linear maps g_1, g_2, and g_3 from 𝕊 to 𝕊' such that g_1(x·y)=g_2(x)∘g_3(y) for all x,y∈𝕊.
adj
(geometry, of a polytope or tiling) That has symmetries which act transitively on its edges.
adj
(mathematics) Describing a smooth projective surface having a morphism onto a curve such that all smooth fibres are isomorphic to each other
n
(mathematics) A positive 1-soliton solution to the Sine–Gordon equation.
adj
(mathematics) Of or pertaining to a matroid
n
(algebraic geometry, theoretical physics) A relationship between Calabi-Yau manifolds where two such manifolds look very different geometrically but are nevertheless equivalent when employed as extra dimensions of string theory.
adj
(mathematics, of a semigroup) generated by a set containing only a single element
adj
Of, pertaining to, or being a monoid.
adj
(mathematics) symplectic in more than one way
n
(geometry) A US spelling of non-Euclidean geometry.
adj
(mathematics) orthogonal and symplectic
n
(physics) A generalization of oriented matroid chirotopes for complex point configurations.
adj
(mathematics) Relating to a plexus
adj
(mathematics) Related to a plethysm
adj
(mathematics) many-valued
n
(mathematics) A complex function related to zeta functions
n
(mathematics) A structure that satisfies most, but not all, axioms of a metric
n
(mathematics) A variety of heap that is required to satisfy only the para-associative law and need not obey the identity law.
adj
Alternative spelling of skew-symmetric [(linear algebra) Of a matrix, satisfying A^( textsf )T=-A, i.e. having entries on one side of the diagonal that are the additive inverses of their correspondents on the other side of the diagonal and having only zeroes on the main diagonal.]
adv
With regard to superconformal algebra
adj
Of or pertaining to supergeometry
adj
(mathematics) Describing a group having an invariant normal series where all the factors are cyclic groups
n
(mathematics) A function or other procedure that symmetrizes
adj
Of, pertaining to, or exhibiting symplectomorphism
n
(mathematics, physics) An attempt to understand the mirror symmetry conjecture, an issue in theoretical physics and mathematics.
n
(topology) The condition of being topological
n
(mathematics) A vector sum of line segments
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