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==Generalized Legendre–Clebsch== ...|pages=361–372 |year=1967 |doi=10.1147/rd.114.0361 }}</ref> also known as convexity,<ref name=Choset2005>{{cite book ...

...Applications,'' 127(1):71-88.</ref> have generalized the concept of ''K''-convexity to higher dimensional Euclidean spaces. ...ent joining these two points. Then the geometric characterization of ''K''-convexity can be obtain as: ...

...te journal|last=Abdulaleem|first=Najeeb|date=2019|title=''E''-invexity and generalized ''E''-invexity in ''E''-differentiable multiobjective programming |journal= ...988-03-01 |title=Optimality criteria in mathematical programming involving generalized invexity |url=https://linkinghub.elsevier.com/retrieve/pii/0022247X88903137 ...

The inequality has been generalized to higher dimensions: if <math> \Omega \subset \mathbb{R}^n </math> is a bo [[Category:Theorems involving convexity]] ...

[[Category:Generalized convexity]] ...

In mathematics, '''Kostant's convexity theorem''', introduced by {{harvs|txt|first=Bertram|last=Kostant|year=1973| Konstant's convexity theorem states that the projection of every [[coadjoint orbit]] of a connec ...

...on Mises yield criterion]] and had a quadratic form. This model was later generalized by allowing for an exponent ''m''. Variations of these criteria are in wid == Generalized Hill yield criterion == ...

==={{anchor|Joint_convexity_function_2016_10}}Joint convexity=== ==Convexity and monotonicity of the trace function== ...

=== LT trading condition and convexity === ...rate at which a trade is executed. It has been shown that LTs can use the convexity of the level function around the pool's reserves level to approximate the e ...

== Continuous monotonic convexity== ...um, spanned by the model's parameters, is denoted the Continuous Monotonic Convexity (CMC) property. The latter characterizes all RMM models, and it allows the ...

...ation problems while restricting the values on the boundary can be further generalized by looking on function spaces where the trace is fixed only on a part of th ...sco</ref> proves sequential lower semi-continuity using a weaker notion of convexity: ...

| title = Convexity, Seattle, 1961 A generalized version of the [[happy ending problem]] applies to higher-dimensional point ...

...o describe frictional and granular materials. This criterion has also been generalized to the case of surfaces with corners.<ref name=BP2>Piccolroaz, A. and Bigon * [[Convex function|convexity]] of the surface. ...

== Simulating composition of gates using generalized gate teleportation == === Convexity and extreme channels === ...

...Kiefer (1959) is at the 26:40 mark.}}</ref> proved a peripherally related convexity result in 1959, which is a corollary of an operator Schwarz inequality prov ...-access=free}}</ref> proposed a different definition of entropy, which was generalized by [[Freeman Dyson]]. ...

=== Convexity === ...n, the transformed variable maintains the above properties of feasibility, convexity, and fitting to data. Such transformed QPDs have greater shape flexibility ...

'''Convexity''' is a geometric property with a variety of applications in '''economics'' Convexity is a key simplifying assumption in many economic models, as it leads to mar ...

| title = Theorems of Kirchberger and Carathéodory type in generalized convexity spaces ...

The property defining Zindler curves can also be generalized to chords that cut the perimeter of the curve in a fixed ratio α different * P. M. Gruber, J.M. Wills: ''Convexity and Its Applications'', Springer, 1983, {{ISBN|978-3-0348-5860-1}}, p. 58. ...

...&\geq n\left(\frac{1}{n}\sum_{v\in V}\frac{d(v)}{n}\right)^t \quad\text{(convexity)}\\ This can be generalized to [[Degeneracy_(graph_theory)|degenerate]] graphs using a variation of dep ...