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On Riemann-Liouville integrals and Caputo Fractional derivatives via strongly modified (p, h)-convex functions
The paper introduces a new class of convexity named strongly modified (p, h)-convex
functions and establishes various properties of these functions, providing a comprehensive …
functions and establishes various properties of these functions, providing a comprehensive …
[HTML][HTML] On Riemann–Liouville Integral via Strongly Modified (h,m)-Convex Functions
The generalization of strongly convex and strongly m-convex functions is presented in this
paper. We began by proving the properties of a strongly modified (h, m)-convex function …
paper. We began by proving the properties of a strongly modified (h, m)-convex function …
Membership Queries for Convex Floating Bodies via Hilbert Geometry
P Gupta, A Narayanan - arxiv preprint arxiv:2411.01482, 2024 - arxiv.org
We propose the convex floating body membership problem, which consists of efficiently
determining when a query point $ a\in\mathbb {R}^ d $ belongs to the so-called $\varepsilon …
determining when a query point $ a\in\mathbb {R}^ d $ belongs to the so-called $\varepsilon …