adj
(mathematics) Of an algebraic structure, having a commutative defining operation.
v
(mathematics) to transform into an abelian group
n
(mathematics) A function of two elements A and B, defined as AB + BA.
v
(mathematics, intransitive) To operate anticommutatively.
n
(mathematics) The boolean complement of the domain.
adj
(mathematics) Of an operation in morphology: such that A∘B⊆A.
adj
Of a polynomial, being equivalent to the polynomial with reversed and additively inverted coefficients: ∑ᵢ₌₀ⁿa_ixⁱ is antipalindromic iff ∑ᵢ₌₀ⁿa_ixⁱ=∑ᵢ₌₀ⁿ-a_n-ixⁱ Longleftrightarrow a_i=-a_n-i.
adj
(mathematics) Of a bijective antilinear mapping, reversing the order when applied to the arguments of a scalar product: ⟨x,y⟩=⟨f(y),f(x)⟩
n
(mathematics) The property of being self-dual.
n
(physics) A no-go theorem stating that no physical theory of local hidden variables can ever reproduce all of the predictions of quantum mechanics.
n
Synonym of Kochen-Specker theorem
adj
(mathematics) Of or pertaining to bialgebra.
adj
(mathematics) bijective and analytic
adj
(mathematics, of a group) Having two multiplier automata
adj
(mathematics) Satisfying the equation A(grad H) = -H grad H for the mean curvature function H and the Weingarten operator A.
n
(mathematics) A function of a pair of values
n
(mathematics) A tensor product of two representations.
adj
(mathematics) Having a component that is (specified to be) a bijective map; that specifies a bijective map.
n
(algebra) A polynomial with two terms.
adj
(mathematics) Describing a rational geometric function that has a rational inverse
adj
(mathematics, of two sets) that have a one-to-one correspondence in each direction
adj
(mathematics) Pertaining to interactions between functionals.
adj
(mathematics) Describing the relationship, in a coalgebra, that is the dual of an associative one
adj
(mathematics) Of a set: such that every element is the greatest lower bound of a set of coatoms.
n
(mathematics) The theory and study of such objects.
adj
(mathematics) Describing the relationship, in a coalgebra, that is the equivalent of an commutative one
v
(mathematics) To conform by both a structure its dual.
n
(mathematics, physics) A particular form of truth function associated with quantum mechanics.
adj
(mathematics) invariant within a cohomology
adj
(algebra, of an algebraic structure) Having a commutative operation.
adv
(mathematics) Involving complex numbers.
n
(mathematics, linear algebra) Matrix similarity by an orthogonal matrix.
adj
(mathematics) Presenting themselves simultaneously and having reciprocal properties; said of quantities, points, lines, axes, curves, etc.
adj
(mathematics) Describing a generalization of cotilting modules
adj
(algebra) Having the same singularities.
adj
(mathematics) Having a vincular inverse
n
(UK) In matrix algebra, the process of converting a square matrix into a diagonal matrix, usually to find the eigenvalues of the matrix.
n
(mathematics, physics) The mathematical equivalence of two seemingly different theoretical descriptions of a physical system.
n
(algebra) A kind of product between vectors and/or multivectors which is associative, linear, and alternating.
n
(differential geometry) the Riemannian metric for 2-dimensional manifolds, i.e. given a surface with regular parametrization x(u,v), the first fundamental form is a set of three functions, {E, F, G}, dependent on u and v, which give information about local intrinsic curvature of the surface. These functions are given by
adj
(mathematics, Of a Borel set) Having a bounded image over all arguments for every member.
n
Alternative letter-case form of Jacobian [(calculus) A Jacobian matrix or its associated operator.]
n
A differential equation describing the time dependence of two armies' strengths as a function of time.
n
(mathematics) In the theory of integrable systems, a pair of time-dependent matrices or operators that satisfy a corresponding differential equation, called the Lax equation.
adj
(mathematics) Of or pertaining to matrices.
n
(mathematics) A rectangular arrangement of numbers or terms having various uses such as transforming coordinates in geometry, solving systems of linear equations in linear algebra and representing graphs in graph theory.
n
(mathematics) A determinant of a square matrix obtained by deleting one or more rows and columns.
adj
(chiefly mathematics) Of or relating to a module or modules.
n
(mathematics) A derivative of a monogenic function
adj
(mathematics) Exhibiting Morita equivalence.
adj
(mathematics, of a topological space) Not locally resembling the "ordinary" Euclidean space ℝⁿ.
adj
𝜎₁(𝜆) holomorphic and nonvanishing at 0,
adj
(mathematics, taxonomy) polynomial
n
A polynomial name or term.
adj
(mathematics) Of or relating to a prealgebra.
n
Alternative form of pseudo-complement [(mathematics) The relative pseudo-complement of a given element (of a Heyting algebra) with respect to the least element — the "zero" of that algebra.]
adj
(mathematics) Relating to the square root of ±1
adj
(mathematics) Converted into a pseudoinverse (by pseudoinversion)
adj
(mathematics) Describing any system that has some proper characteristics.
n
(mathematics) Given a group G and a commutative ring R, a tuple of maps (a, d, x), where a, d: G -> R and x: G x G -> R, are a pseudorepresentation if they satisfy the relations one would expect if a(g) and d(g) were the diagonal entries of a two dimensional representation
adj
(mathematics) Describing a ring that is not Noetherian
n
(mathematics) The condition of being selfadjoint
n
(mathematics, computer science) a multiplicative operation of a monoid on a set
n
(mathematics) A mapping that is semiconjugate.
adj
(mathematics) Describing equations involving both linear and nonlinear objects
adj
(mathematics) Having a subderivative.
adj
(mathematics) Scalable up to an inequality, fulfilling f(𝛼x)≤𝛼f(x).
n
(mathematics) One of the two inverse functions of tetration.
n
(mathematics) Synonym of surjection
adj
(mathematics) Corresponding to shifts of preprojective and preinjective modules.
n
(mathematics) An invariant formed from n invariants in n variables using Cayley's Ω process.
n
(linear algebra) bilinear form
Note: Concept clusters like the one above are an experimental OneLook
feature. We've grouped words and phrases into thousands of clusters
based on a statistical analysis of how they are used in writing. Some
of the words and concepts may be vulgar or offensive. The names of the
clusters were written automatically and may not precisely describe
every word within the cluster; furthermore, the clusters may be
missing some entries that you'd normally associate with their
names. Click on a word to look it up on OneLook.
Our daily word games Threepeat and Compound Your Joy are going strong. Bookmark and enjoy!
Today's secret word is 8 letters and means "Believable and worthy of trust." Can you find it?