n
(uncountable) The property of being additive
adj
(physics, of a singularity) Having an indefinite number of singular values
n
(mathematics) The condition of being antipersistent
n
(mathematics) The condition of being associative
n
(algebra) The condition of being associative.
n
(mathematics) The extent to which nodes of a graph link to others of the same degree.
n
(mathematics) The condition of being asymptotic
adj
Alternative form of bi-Lipschitz [Being an injective Lipschitz function whose inverse function is also Lipschitz.]
n
(statistics) The point at which the probability distribution of a stochastic process or time series changes.
n
(uncountable, mathematics) Colinearity.
n
(mathematics) The property of being codual.
n
(mathematics, uncountable) The property of being cofinal.
n
(mathematics) The property of being cofree.
n
(mathematics, computing) The condition of being a cofunction
n
(mathematics) The condition of two non-stationary time series whose linear combination is stationary
v
(intransitive, mathematics) Of an operation, to be commutative, i.e. to have the property that changing the order of the operands does not change the result.
n
The condition of being commutive
n
(mathematics) The condition (of a map) of being conformal.
n
(mathematics, number theory) A relation between two numbers indicating they give the same remainder when divided by some given number.
n
(mathematics) The state of being congruent
n
(mathematics) The condition of being conservative
adj
(coding theory) Being a linear code with the property that, for some constant λ, if (c₁,c₂,...,cₙ) is a codeword then so is (λcₙ,c₁,...,cₙ₋₁).
n
(mathematics) The property of being convolvable.
adj
(computing theory, of a number) Denormal.
n
(mathematics) The condition of being diagonal
n
(mathematics) The condition of being dinatural
n
(mathematics) The condition of being disjoint
adj
(mathematics) biinfinite
n
(mathematics) The condition of being equicontinuous.
adj
(mathematics) Of two series: such that the sum of all the terms in both series is convergent to zero.
adj
(statistics) Relating to unexpected variability arising from overdispersion.
n
(mathematics) The condition of being extremal
n
The condition of being heteroadditive
n
(mathematics) The condition of being holomorphic
n
The condition of being homosequential
n
(mathematics) The condition of being imaginary
n
(mathematics) The condition of being imprimitive
adj
(mathematics) Of or pertaining to values that approach zero as a limit.
n
(mathematics) The condition of being interreducible
n
(mathematics) The property of being inversely proportional.
n
(mathematics) Alternative form of invertibility [(mathematics, esp. of a function or matrix) The condition of being invertible.]
adj
(mathematics, especially of a function or matrix) Able to be inverted, having an inverse.
n
(mathematics) The condition of being involutive
n
(mathematics) The condition of being irredundant
n
(statistics) The effect of the addition of two or more similar agents
n
(mathematics) The condition of being knotted
n
(mathematics, countable) A linear relation between some appropriate things
n
(algebra) the state of being linearly independent
adj
(mathematics) Of, pertaining to, or exhibiting malnormality
n
(mathematics) The condition of being like a martingale.
adj
(Pertaining to a distribution) Obeying Maxwell statistics
adj
(mathematics) said of a function that either never decreases or never increases as its independent variable increases.
n
(mathematics) The property of a monotonic function.
n
(mathematics) The property of being multivalued.
adj
(mathematics) Of an inequality, such that it includes the possibility of equality.
adv
(mathematics, statistics) In the manner of a variable with a Gaussian distribution.
adj
(mathematics) Satisfying an analog of the anomaly cancellation condition.
adj
(mathematics) Related to, or composed of permanents
n
In information theory, a measurement of how well a probability distribution or model predicts a sample.
n
(mathematics) The condition of an apparently disordered system that has an underlying order.
n
(mathematics, probability theory) A property of some queues, differing from reversibility in that a stronger condition is imposed on arrival rates and a weaker condition is applied on probability fluxes.
adj
(chemistry, mathematics) Apparently reversible
adj
(mathematics) Having some but not all of the characteristics of a uniform structure.
adj
(mathematics, in optimization programming) Involving a finite number of variables but an infinite number of constraints, or vice versa.
n
(mathematics) A partial characteristic
n
(mathematics) The condition of being semicontinuous
adj
Alternative form of semi-infinite [(mathematics, in optimization programming) Involving a finite number of variables but an infinite number of constraints, or vice versa.]
adj
(mathematics) Having characteristics intermediate between linear and nonlinear
n
(mathematics) A form of probability process that is the sum of a martingale and another form of process
n
(mathematics) The condition of being semiprimitive
adj
(mathematics) Having the same properties over time, although possibly showing different behavior in stability intervals.
n
(statistics) A state of asymmetry in a distribution; skewness.
n
(statistics) Let mathbf b be a vector and define the support operatorname supp( mathbf b)=i: mathbf bᵢ≠0 where mathbf bᵢ is the ith element of mathbf b. Let ̂mathbf b be an estimator for mathbf b. Then sparsistency is the property that the support of the estimator converges to the true support as the number of samples grows to infinity.
adj
(mathematics) Exhibiting sparsistency.
n
(mathematics) The condition of a series in which the value at all points is the same; the stationary value itself
n
(mathematics) An attractor that has non-integer dimension or whose dynamics on it are chaotic.
adj
(of a function) Such that the image of a sum is at most the sum of the images of the summands.
adj
(mathematics) Having the property |AB|≤|A||B|
n
(mathematics) The condition of being summable.
n
(mathematics) The quality of being superdifferentiable.
n
(mathematics) The condition of being superintegrable.
n
(mathematics) The state or condition of being superlinear.
n
(mathematics, physics) The condition of being superseparable
n
(mathematics, especially in combination) The condition of a distribution in having a specified form of tail
n
(mathematics, logic) The property of being transitive.
n
(mathematics) The condition of being ultradifferentiable
n
(mathematics) The condition of being ultramodular
adj
(mathematics) with speed of convergence not depending on choice of function argument; as in uniform continuity, uniform convergence
adj
(mathematics) solvable in one unique manner
n
(mathematics) The condition of being well-posed
adj
Alternative form of well-posed [(mathematics) Having a unique solution whose value changes only slightly if initial conditions change slightly]
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