n
(mathematics) conversion to affine form
v
(mathematics) convert to affine form
adj
(mathematics) Converted to affine form
n
(mathematics) conversion to algebraic form
n
(mathematics) Alternative form of algebraization [(mathematics) conversion to algebraic form]
n
(geometry) The subbranch of geometry that investigates geometrical figures via the mathematical properties of their representations in a coordinate system.
n
(mathematics) The process or result of making something analytic.
n
(mathematics) Any of several techniques to modify the form of a mathematical function, or of a spectrum etc. by smoothing or removing irregularities
n
(sciences, technology) A relative unit of measurement to show the ratio of amount of substance, intensity, or other quantities, to a predetermined reference measurement.
n
(computing theory) self-applicable partial evaluation
n
(mathematics) A method for finding spectral dependent solutions to the Yang-Baxter equations.
n
(mathematics) A branch of mathematics concerned with dynamical systems which suffer sudden qualitative changes from an infinitesimal change in a parameter.
v
(mathematics, computing) to interpolate bilinearly
n
Alternative form of bilinearization [(mathematics) A process that makes a function bilinear.]
n
(mathematics) A process that makes a function bilinear.
n
(mathematics) Conversion to biorthogonal form
adj
(programming) Both covariant and contravariant.
n
(mathematics) The process, or the result of caterpillarizing a tree
v
(mathematics) To visualize a tree as a group of subtrees
n
(mathematics) A differential form whose exterior derivative is zero.
n
(mathematics) conversion to a coherent form
adj
(mathematics, physics) Converted to a coherent form
v
(mathematics) To generate combinatorial sequences
n
(mathematics) The process of converting to concave form.
n
(mathematics) Alternative form of contactization [(mathematics) Conversion to, or description using a contact manifold]
n
Alternative form of continued fraction [(mathematics, number theory) A compound numerical expression consisting of an integer plus a fraction whose numerator is a positive integer and whose denominator is a continued fraction (an integer plus a fraction), and so on, with finite or infinite recursion.]
n
(mathematics) The process of converting to convex form.
n
(mathematics) The application of coordinates to a system
v
(mathematics) to apply coordinates to a system
n
(mathematics) covariance over a region
n
(mathematics, physics) An equation or variable related to the state equation of an optimal control problem in a dynamical system.
n
(mathematics) The process of covariantizing.
v
(mathematics) To make covariant.
n
(mathematics) Defuzzification over intuitionistic fuzzy sets.
n
Alternative form of cross-quantilogram [(mathematics) The quantile dependence between two time series]
n
(mathematics) The process of making an object cuspidal.
n
(software engineering) A quantitative measure of the number of linearly independent paths (branches) through a program's source code which indicates the complexity of a program or a function.
n
(mathematics) Any of several techniques used to resolve a singularity.
n
(mathematics) The reverse operation of a superization
n
US spelling of diagonalisation [(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 study of the dimensions of physical quantities; used to obtain information about large complex systems, and as a means of checking mathematical and physics equations.
n
(vector calculus) Divergence; a kind of differential operator.
n
(mathematics) conversion to eikonal form
n
(computational mechanics) A deterministic automaton consisting of a system of causal states and the transitions between them, functioning as the smallest possible maximally predictive model of a stochastic process
v
(mathematics) To convert small errors to zero or to treat them as arbitrarily small
n
(mathematics) conversion to equivariant form
n
(mathematics, image processing) One of two fundamental operations in morphological image processing from which all other morphological operations are derived.
v
(transitive) To find all the factors of (a number or other mathematical object) (the objects that divide it evenly).
n
(mathematics) The process of factorializing.
v
(mathematics, transitive) To perform factor analysis on (a set of data).
n
(grammar) An expression of a fractional number.
n
(mathematics) Conversion to Gaussian form
n
(mathematical analysis, geometry, topology) A branch of mathematics in which techniques from differential geometry are used in the analysis and solution of partial differential equations, and vice versa.
v
(mathematics) to cause to become Hermitian
n
(mathematics) The act of rendering something implicit
n
(mathematics) conversion or extension to infinitesimal form
n
(mathematics) Conversion to, or representation as a Jordan curve.
v
(mathematics) To convert to, or represent as a Jordan curve
n
(computer science) a technique for creating algorithms for fixed-parameter tractable problems
n
(mathematics) A linear approximation of a non-linear system
n
(mathematics) The operation that turns a tensor into a matrix.
n
(mathematics) Conversion to, or viewing as metabelian form
n
(physics, engineering) The partial or full removal of units from an equation involving physical quantities by a suitable substitution of variables, in order, for example, to simplify and parameterize problems where measured units are involved.
v
(mathematics, transitive) To divide a vector by its magnitude to produce a unit vector.
n
(mathematics) Conversion to an "odd" form
n
(mathematics) The process of converting a set of functions or vectors into orthogonal ones.
n
(mathematics) A form of orthogonalization in which the resulting vectors are all unit vectors
n
Conversion to parabolic form
n
(physics) A physical property that can be measured or calculated from other physical property and expressed as the product of a numerical value and a physical unit.
adj
(programming, of a function) Having or relating to the ability to take multiple data types for a single parameter.
n
Synonym of Price equation
n
Alternative form of projectivization [(mathematics, algebraic geometry, birational geometry) A process (more formally, a mapping) that, given a vector space, specifies an associated projective space; (loosely) the projective space so specified.]
adj
Of a measurement based on some quantity or number rather than on some quality
n
Alternative form of quasilinearization [(mathematics)]
n
(mathematics, physics) Conversion to rational form
v
(mathematics) To diagonalize again.
n
(mathematics) A second or subsequent factorization.
n
(mathematical analysis) The application of mathematical operations to return values to a norm.
v
(mathematics) To produce, or to undergo reorthogonalization
n
(mathematics, physics) The expression of the terms of an equation using powers of nondimensional quantities.
n
(mathematics) The boundary separating two modes of behavior in a differential equation.
n
(mathematics) The conversion of a presheaf into a sheaf.
n
Synonym of Spearman's rank correlation coefficient
n
Alternative form of state space [(control engineering) A mathematical model of a physical system as a set of input, output and state variables related by first-order differential equations.]
n
(mathematics) A subsidiary disk.
adj
(mathematics, physics) Describing any parameter measured on a scale smaller than the grid used to plot it
n
(mathematics, physics) A branch of statistical mechanics that studies certain nonlinear systems
n
(computing) Conversion to systolic form
adj
(mathematics, biology) Relating to transdifferentiation
n
(mathematics and sciences) The transformation of raw data such that the resulting cumulative distribution is normal.
n
(mathematics) The formation of a tridiagonal matrix
n
(computing) Conversion of a tree to one with at most three children per node
n
(mathematics) Conversion to tropical form
v
(mathematics) To carry out a process of uniformization, by which a multiple-valued function on a Riemann surface is converted to a single-valued function.
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