Results 111 to 120 of about 12,151 (308)
Autocontinuity and convergence theorems for the Choquet integral [PDF]
Our aim is to provide some convergence theorems for the Choquet integral with respect to various notions of convergence. For instance, the dominated convergence theorem for almost uniform convergence is related to autocontinuous set functions ...
Yann Rébillé
core
Choquet Integral Calculus on a Continuous Support and its Applications
Operations Research and Decisions, 2016 The results of the calculation of the Choquet integral of a monotone function on the nonnegative real line have been described. Next, the authors prepresented Choquet integral of nonmonotone functions, by constructing monotone functions from nonmonotone ...
Mustapha Ridaoui, Michel Grabisch
doaj
KARAKTERISTIK UMUR PRODUK PADA MODEL WEIBULL
Media Statistika, 2009 Long life of product can reflect its quality. Generally, good products have long life. There are functions that relationship with life as reliability function, hazard rate function, mean time to failure, and mean residual life.
Sudarno Sudarno
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Multiplex Modular Nanorobotic Systems with Catalytic Activity under Magnetic Navigation
Advanced Functional Materials, EarlyView.We present modular nanorobots composed of a magnetic propulsion module and different extension modules carrying functional activities, assembled via DNA base pairing. The system integrates propulsion, optical tracking, enzymatic catalysis, and cell docking in a programmable manner.
Voichita Mihali +7 more
wiley +1 more source
On the Computation of Optimal Monotone Mean-Variance Portfolios via Truncated Quadratic Utility [PDF]
We report a surprising link between optimal portfolios generated by a special type of variational preferences called divergence preferences (cf. [8]) and optimal portfolios generated by classical expected utility.
Ales Cerný +3 more
core
Some convex and monotone matrix functions
, 1996 We prove some matrix monotonicity and matrix convexity properties for functions derived from operator connections. As a consequence, we prove that a certain product of matrix monotone functions is a matrix monotone function.
Aujla, Jaspal Singh +3 more
core +1 more source
On Functions with Monotonic Differences
Annales Mathematicae SilesianaeAbstract Motivated by the Szostok problem on functions with monotonic differences (2005, 2007), we consider a -Wright convex functions as a generalization of Wright convex functions. An application of these results to obtain new proofs of known results as well as new results
openaire +2 more sources
On monotone functions of tree structures
Discrete Applied Mathematics, 1983 AbstractLet T be a rooted tree structure with n nodes a1,…,an. A function f: {a1,…,an} into {1 < ⋯ < k} is called monotone if whenever ai is a son of aj, then f(ai) ≥ f(aj). The average number of monotone bijections is determined for several classes of tree structures.
Helmut Prodinger, Friedrich J. Urbanek
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Advanced Functional Materials, EarlyView.InSb, a narrow‐bandgap semiconductor with high carrier mobility, is promising for thermoelectric energy conversion but suffers from high lattice thermal conductivity and strong bipolar conduction. Here, in situ interface engineering using Co2O3 nanoprecursors forms hierarchical CoSbx/In2O3/CoSb3 heterostructures that enhance phonon scattering and ...
Jiwu Xin +10 more
wiley +1 more source
Monotone Valuations on the Space of Convex Functions
Analysis and Geometry in Metric Spaces, 2015 We consider the space Cn of convex functions u defined in Rn with values in R ∪ {∞}, which are lower semi-continuous and such that lim|x| } ∞ u(x) = ∞.
Cavallina L., Colesanti A.
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