adj
(mathematics, of a multilinear mapping with all arguments belonging to the same space) Whose value is zero when any two adjacent arguments are equal.
n
(mathematics) The algebra of antisets, antigroups, antirings etc.
n
(mathematics) A double commutant (that commutes with the elements of two subgroups)
adj
(mathematics) Describing a tensor product of two representations.
adj
(linear algebra, of a function in two variables) Linear (preserving linear combinations) in each variable.
n
(mathematics) An opmonoidal monad.
adj
(mathematics) Describing a pair of topological vector spaces that are in duality with a pair of indexed subsets in a specific manner
n
(algebra) A set with both left and right morphisms.
n
(mathematics) The cokernel of a homomorphism.
adj
(mathematics) effective within a cohomology
adj
(mathematics) Describing two or more variables that undergo the same linear transformations
n
(algebra) An isomorphism from one projective space to another, often to itself.
n
(mathematics) Of a complex number x, the complex number ◌̅x formed by changing the sign of the imaginary part: The complex conjugate of a + bi is a - bi.
n
(mathematics) A determinant formed from a tridiagonal matrix.
adj
(mathematics) dual to a tilting class, module, or functor.
adj
(mathematics) Having a dual Hopf algebra that is unimodular.
adj
(mathematics) Defined by two associative operations that have a coassociative coproduct.
n
(signal processing) A generalized Fourier transform that performs an orthogonal, symmetric, involutive, linear operation on 2ᵐ real numbers (or complex numbers, although the Hadamard matrices themselves are purely real).
adj
Alternative letter-case form of Hermitian [(mathematics, of an operator) Equal to its own transpose conjugate.]
adj
(mathematics, of an element "x") Having the property that δ(x)/x is in a specified set for all logarithmic derivatives δ.
adj
(mathematics) geometrically congruent to its dual
n
(mathematics) Any of various kinds of duality found in representation theory of Lie algebras, abstract algebras, and topology.
n
(mathematics) Synonym of Leibniz algebra
adj
(mathematics) Having an abelian commutator subgroup
n
(mathematics) An involution on a complemented lattice which is order-reversing and maps each element to a complement.
adj
Of a square matrix: such that its transpose is equal to its inverse.
adj
(mathematics) Pertaining to a linear system of divisors numerically equivalent to a bicanonical divisor, on a general type minimal surface.
n
(mathematics) A non-commutative bilinear operator acting on functions that in some sense is like the product of the two functions it acts on.
n
Alternative letter-case form of Pfaffian [(mathematics) The determinant of a skew-symmetric matrix, capable of being written as the square of a polynomial in the matrix entries.]
n
(mathematics) An algebraic structure, resembling a group, whose arithmetic may not be associative
adj
(mathematics, ring theory, of an element r of a ring) Such that 1 − r is a unit (has a multiplicative inverse).
adj
(mathematics) Describing a bilinear form, over a vector space, that is either always positive or always negative.
n
(mathematics) a function that preserves semigroup structure
adj
(mathematics, of a module) In which each submodule is a direct summand.
adj
(mathematics) Describing the algebra of supercommutators
n
(algebra) A polynomial which remains unchanged if its variables are permuted
v
To compute the tensor product of two tensors.
adj
(complex analysis, of a (holomorphic) function) (Holomorphic and) injective.
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