Look up monotone in Wiktionary, the free dictionary. Monotone refers to a sound, for example music or speech, that has a single unvaried tone. See pure...

In mathematics, a monotonic function (or monotone function) is a function between ordered sets that preserves or reverses the given order. This concept...

"Monotone" (Japanese: モノトーン, Hepburn: Monotōn) is a song by Japanese duo Yoasobi for the 2024 Japanese animated film Fureru as a theme. It was released...

Monotone is an open source software tool for distributed revision control. It tracks revisions to files, groups sets of revisions into changesets, and...

In the mathematical field of real analysis, the monotone convergence theorem is any of a number of related theorems proving the good convergence behaviour...

The Monotones were a six-member American doo-wop vocal group in the 1950s. They are considered a one-hit wonder, as their only hit single was "The Book...

2013. Three Soul Eater video games were produced. The first, Soul Eater: Monotone Princess (ソウルイーター モノトーン プリンセス, Sōru Ītā Monotōn Purinsesu) is an action-adventure...

Monotonality is a theoretical concept, principally deriving from the theoretical writings of Arnold Schoenberg and Heinrich Schenker, that in any piece...

entanglement monotone or entanglement measure is a function that quantifies the amount of entanglement present in a quantum state. Any entanglement monotone is...

and probability, the monotone class theorem connects monotone classes and 𝜎-algebras. The theorem says that the smallest monotone class containing an...

In geometry, a polygon P in the plane is called monotone with respect to a straight line L, if every line orthogonal to L intersects the boundary of P...

In the mathematical field of numerical analysis, monotone cubic interpolation is a variant of cubic interpolation that preserves monotonicity of the data...

submodular function. A submodular function that is not monotone is called non-monotone. A non-monotone submodular function f {\displaystyle f} is called symmetric...

can be split into two monotone chains. A polygon that is monotone with respect to the y-axis is called y-monotone. A monotone polygon with n vertices...

that every real-valued function on the half-line [0, ∞) that is totally monotone is a mixture of exponential functions. In one important special case the...

called monotone if there is a straight line L such that every line perpendicular to L intersects the chain at most once. Every nontrivial monotone polygonal...

The Monotone-Silence Symphony (French: Symphonie Monoton-Silence) is a piece of minimalist music by the French artist Yves Klein. It consists of 20 minutes...

art world. Between 1947 and 1948, Klein conceived his Monotone Symphony (1949, formally Monotone Silence Symphony) that consisted of a single 20-minute...

depending on whether we take monotone or antitone Galois connections). Let (A, ≤) and (B, ≤) be two partially ordered sets. A monotone Galois connection between...

pseudo-monotone operator from a reflexive Banach space into its continuous dual space is one that is, in some sense, almost as well-behaved as a monotone operator...

{O}}(t(n))} . A monotone Boolean circuit is one that has only AND and OR gates, but no NOT gates. A monotone circuit can only compute a monotone Boolean function...

A (vertical) monotone chain is a path such that the y-coordinate never increases along the path. A simple polygon is (vertical) monotone if it is formed...

In theoretical computer science, monotone dualization is a computational problem of constructing the dual of a monotone Boolean function. Equivalent problems...

In computer science, a monotone priority queue is a variant of the priority queue abstract data type in which the priorities of extracted items are required...

{\frac {\ f(x)\ }{g(x)}}\ } satisfies the monotone likelihood ratio property. In statistics, the monotone likelihood ratio property is a property of...

introduced by Hausdorff in 1921. The notions of completely and absolutely monotone function/sequence play an important role in several areas of mathematics...

A real square matrix A {\displaystyle A} is monotone (in the sense of Collatz) if for all real vectors v {\displaystyle v} , A v ≥ 0 {\displaystyle Av\geq...

the set of discontinuities of a monotone real-valued function of a real variable; all discontinuities of such a (monotone) function are necessarily jump...

In the mathematical subfield of numerical analysis, an I-spline is a monotone spline function. A family of I-spline functions of degree k with n free parameters...

are those represented by a Leontief utility function. If an agent has monotone preferences which means the marginal rate of substitution of the agent's...