Results 11 to 20 of about 117,870 (310)
Generalized Affine Functions and Generalized Differentials [PDF]
The article of N. T. H. Linh and J.-P. Penot is a mathematically deep and valuable contribution to the fields of analysis, or (generalized) calculus, and continuous optimization, with a great promise for a better understanding of ``what goes beyond'' of linearity, convexity and differentiability and, then, of optimization problems and their optimality ...
Thi Hong Linh Nguyen, Jean-Paul Penot
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Optimal Control of Differential Inclusions, II: Sweeping
This paper is devoted to optimal control of dynamical systems governed by differential inclusions with discontinuous velocity mappings. This framework mostly concerns a new class of optimal control problems described by various versions of the socalled ...
B.S. Mordukhovich
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Generalized Differentiable RANSAC
We propose $\nabla$-RANSAC, a generalized differentiable RANSAC that allows learning the entire randomized robust estimation pipeline. The proposed approach enables the use of relaxation techniques for estimating the gradients in the sampling distribution, which are then propagated through a differentiable solver.
Tong Wei 0002 +4 more
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New nonlinear model of population growth. [PDF]
The model of population growth is revised in this paper. A new model is proposed based on the concept of fractional differentiation that uses the generalized Mittag-Leffler function as kernel of differentiation.
Badr Saad T Alkahtani +2 more
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A New Class of Fractional Cumulative Residual Entropy - Some Theoretical Results
In this paper, by differentiating the entropy’s generating function (i.e., h(t) = R SX̄F tX (x)dx) using a Caputo fractional-order derivative, we derive a generalized non-logarithmic fractional cumulative residual entropy (FCRE).
Slimane Benmahmoud
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Optimal Control of Differential Inclusions, I: Lipschitzian case
We develop the method of discrete approximations to study optimal control problems for differential inclusions by using advanced tools of variational analysis and generalized differentiation.
B.S. Mordukhovich
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Higher accuracy order in differentiation-by-integration
In this text explicit forms of several higher precision order kernel functions (to be used in the differentiation-by-integration procedure) are given for several derivative orders.
Andrej Liptaj
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On a Generalized Notion of Differentiability
We discuss and compare some generalized types of continuity and differentiability. In particular, we focus on a notion of differentiability based on an integral average, and we establish a link with an approximation procedure by polynomials.
D'ASERO, Salvatore, PATA V, URSINO P.
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A Generalization of Fréchet's Differential [PDF]
Not ...
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Polynomial tempered distributions
In the article polynomial (nonlinear) analogue of tempered Schwartz distributions is constructed. Generalized operation of differentiation in the space of polynomial generalized functions as well as Fourier-Laplace transformation of such distributions ...
S. V. Sharyn
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