adj
(mathematics) Relating to adicity
adj
Of, or relating to, algebra.
adj
Pertaining to algebra or its laws.
adj
(mathematics, of a population) That grows at a rate proportional to a power of another population
n
(mathematics) The graph of the real part of the logarithms of a polynomial equation in complex numbers.
adj
(mathematics) Of, or relating to algebra or a similar method of analysis.
n
(mathematics) An antilogarithm.
n
(mathematics) The number of which a given number is the logarithm (to a given base).
adj
(mathematics) Of or pertaining to an antilogarithm.
adv
(mathematical analysis) In an asymptotical manner, in the way of an asymptote, toward an asymptote.
n
(mathematics) Thomas Bayes
n
Such a function or expression.
adj
(mathematics, especially of a graph) Based on two logarithms; logarithmic in two directions
n
(mathematics) The logarithm base two.
n
(grammar) A construct involving two nouns or two names.
n
(mathematics) The integer part of a logarithm.
n
(mathematics) Abbreviation of cologarithm. [(mathematics) The logarithm of the reciprocal of a number (equal to the negative of the original logarithm)]
n
(mathematics) The logarithm of the reciprocal of a number (equal to the negative of the original logarithm)
adj
(mathematics) Relating to the cologarithm.
n
(mathematics, rare) A common antilogarithm.
n
(mathematics, rare) A base-ten antilogarithm; ten raised to a certain power.
n
(mathematics) The logarithm in base 10.
adj
Relating to cryptomathematics.
n
(mathematics) The form of polylogarithm having a base of two
adj
(mathematics) Relating to a discriminant.
adj
(mathematics) Converted to eikonal form
n
(mathematics) complementary error function, i.e. 1 - erf(x)
adj
(mathematics) Expressed in terms of a power of e.
adj
(mathematics) Relating to mere manipulation and construction of strings of symbols, without regard to their meaning.
adj
(mathematics) hyperbolic and logistic
adj
(mathematics) Relating to integration.
n
Alternative letter-case form of L'Hôpital's rule [(mathematics) The rule that the limit of the ratio of two functions equals the limit of the ratio of their derivatives, usable when the former limit is indeterminate and the latter limit exists.]
adv
(mathematics) Pertaining to lectic set properties.
adj
(of a plotted graph) Having a linear scale on the vertical axis and a logarithmic scale on the horizontal axis.
adj
(computer science, of a procedure) Taking up to time proportional to n log(n) to run on inputs of size n.
n
(statistics) Initialism of logarithm of odds. A measure of likelihood calculated by taking the log of the ratio of the probability of a hypothesis being true given the observed data over the probability that the hypothesis is false.
adj
(mathematics) Being or relating to a mathematical model that takes the form of a function whose logarithm is a linear combination of the parameters of the model, making it possible to apply (possibly multivariate) linear regression.
adj
(mathematics) Describing a relationship (or a graph) between logarithmic quantities (or scales)
adj
(statistics) Whose logarithm has a logistic distribution
n
The number for which one is obtaining a logarithm. Thus, if a = bᵉ, then e is the logarithm (base b) of a, and a is the logarithmand.
adj
(mathematics) Of or relating to logarithms.
n
(mathematics) Any function in which an independent variable appears in the form of a logarithm; they are the inverse functions of exponential functions
n
(mathematics) A special function written using the symbol li and defined as operatorname lix=∫₀ˣ(dt)/(ln t).
n
(mathematics) The logarithm of a trigonometric function
adj
Alternative form of logarithmic [(mathematics) Of or relating to logarithms.]
adj
Converted into a logarithm
v
To derive the logarithm of a number.
adj
(mathematics, obsolete) Skilled in calculating.
n
(mathematics, biology) An S-shaped curve that models the growth of many ecosystems.
n
(mathematics) A function, the result of the division of two exponential functions, that gives rise to the logistic curve.
n
(ecology) A pattern of growth that can be represented by a logistic function
n
(mathematics) the inverse of the "sigmoid" or "logistic" function used in mathematics, especially in statistics. The logit of a number p between 0 and 1 is given by the formula:
n
(statistics) The likelihood of a model fitting a data set according to a logarithmic formula.
adj
Alternative form of log-linear [(mathematics) Being or relating to a mathematical model that takes the form of a function whose logarithm is a linear combination of the parameters of the model, making it possible to apply (possibly multivariate) linear regression.]
n
(mathematics) The logarithm of a logarithm
adj
Alternative form of log-logistic [(statistics) Whose logarithm has a logistic distribution]
n
A logarithmic function that has a normal distribution.
adj
(mathematics) Of or relating to a system of logarithms constructed to suit a system of ratios and measures.
n
(mathematics) A logarithmic rank
n
(computing theory) logarithmic space
n
Alternative form of loglog (“logarithm of a logarithm”) [(mathematics) The logarithm of a logarithm]
n
(mathematics) A function which expresses numerically the loss produced by a decision or other event
adj
Relating to mathematicism
adv
(mathematics) By means of, or in the form of matrices
n
(mathematics, obsolete) A logarithm of the cosine or cotangent.
adj
Relating to a single logarithm
n
(mathematics) The tuple (properly though a multiset) of the degrees of defining hypersurfaces for a complete intersection.
n
(mathematics) A geometric Clifford number (=adding some 0-vector (=scalar) and an oriented rotation (=bivector) or even a volume (=trivector) to a unidirectional 1-vector).
n
Alternative form of Napierian logarithm [(mathematics) The logarithm to the base e, named after John Napier.]
n
(arithmetic) Napier's bones
adj
Of or relating to John Napier (1550–1617), Scottish mathematician who discovered logarithms.
n
(mathematics) The logarithm to the base e, named after John Napier.
n
A logarithmic unit of information or entropy, based on natural logarithms.
n
(mathematics) natural logarithm
n
(mathematics) The logarithm in base e: either the function that given x returns y such that eʸ = x, or the value of y given by the function.
adj
(mathematics, logic, of a relationship between two sets) having the property that an element of one set may be assigned by the relationship to several elements in the other set, but that a given element in the second set can have only one member of the first set assigned to it.
adj
(mathematics) Of, relating to, or defined using parameters.
n
A formalism for a physical theory which is based upon Feynman path integrals.
n
(mathematics) A function of complex numbers related to logarithms.
adj
Of or pertaining to a polylogarithm
adj
Of or relating to polylogism.
adj
(mathematics) Relating to a polynomial involving loglog terms
n
(mathematics) A mathematical relationship in which the magnitude of something is proportional to a fixed power of the magnitude of something else (i.e. the relationship takes the form f(x) = a.xᵏ).
adj
(mathematics) Describing any factor that multiplies an exponential function
adj
of, pertaining to or involving pseudomathematics
n
(mathematics) Any of several methods of multiplication that employ addition and shifting of digits
adj
(mathematical analysis, of a function) Having only real values: having as its codomain the set of real numbers or a subset thereof.
adj
(of data plotted on a graph) Having one axis plotted on a logarithmic scale and the other linearly.
adj
Alternative form of semilogarithmic [(mathematics, of graph paper) Having one logarithmic scale and one arithmetic/linear scale.]
adj
(mathematics, of graph paper) Having one logarithmic scale and one arithmetic/linear scale.
adj
(mathematics) Exhibiting logistic growth; having a graph that accelerates until it reaches a carrying capacity.
n
(mathematics) A smooth approximation to the rectifier in neural networks; it is the analytic function f(x)= ln (1+eˣ).
adj
(computing) Describing an algorithm that may be completed in less than logarithmic time
adj
Of or pertaining to a superlogarithm
n
(mathematics) The logarithm to the base three
adj
(mathematics) Describing functions that are both transcendental and logarithmic
n
(mathematics) The form of polylogarithm having a base of three
adj
Relating to ultrapolynomials.
n
(mathematics) A polynomial or function with only one variable
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