Results 241 to 250 of about 959,671 (288)

Development and Validation of a Prognostic Nomogram for Post-Transcatheter Aortic Valve Replacement Heart Failure Hospitalization in Patients With Concurrent Symptomatic Aortic Stenosis and Heart Failure With Preserved Ejection Fraction: A Multicenter Study. [PDF]

J Am Heart Assoc
Wang J, Duan S, Li H, Wu S, Zhao P, Zhu T, Tang S, Zhu J, Tang B, Liu J.   +9 more
europepmc   +1 more source

Pattern Formation in Agent-Based and PDE Models for Evolutionary Games with Payoff-Driven Motion. [PDF]

Bull Math Biol
Yao T, Xu C, Cooney DB.
europepmc   +1 more source

Neurocognitive Trajectories of Scalar Implicature in Mandarin-Speaking Children: ERP Evidence for Attentional Allocation and Pragmatic Recalibration (4-6 Years). [PDF]

Behav Sci (Basel)
Cheng L, Yuan W, Mao H, Peng Y, Jia L, Fu B, Jia X.   +6 more
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On the Condition of the Set which might be a Derived Set

On the Condition of the Set which might be a Derived Set
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On Derived Sets

National Mathematics Magazine, 1943
Divers aspects de l'étude des applications de l'ensemble \(\mathfrak P(E)\) des parties d'un ensemble dans lui-même ou dans \(\mathfrak P(\mathfrak P(E)\), en vue de déterminer les liens existant entre les diverses topologies définies sur un ensemble (E. Hewitt [Zbl 0060.39407]), ou entre les diverses manières de définir une topologie (M. M.
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On the Lower Derivate of a Set Function

Canadian Journal of Mathematics, 1968
In (5), the following theorem was proved in a very general setting:(1) An additive set function is non-negative whenever its lower derivative is non-negative.For a continuous additive function of intervals, theorem (1) can be improved as follows:(2) A continuous additive set function is non-negative whenever its lower derivative is non-negative except,
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Derivative of Singular Set-Functions

Canadian Journal of Mathematics, 1965
The purpose of this paper is to prove that the general derivative of a completely additive singular set-function defined on certain measurable subsets of an abstract measure space is zero almost everywhere. As a corollary the celebrated Lebesgue decomposition theorem has been sharpened.This result is well known for set-functions defined on measurable ...
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On the derivatives of set functions in matrix representation

Information Sciences, 2021
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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On connectedness of derivative sets

Ukrainian Mathematical Journal, 1993
Let \(D\) be a domain in \(\mathbb{R}^ p\), \(f: D\to \mathbb{R}^ 1\) a continuous real function. Denote a point \(x\in D\) by \((x_ 1,\dots,x_ i,\dots,x_ p)= (x_ i,y)\). A number \(d\) is called a partial derivative number (with respect to \(x_ i\)) of \(f\) at the point \(x\) if there exists a sequence of real numbers \(\{h_ n\}\), \(h_ n\to 0\), for
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