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BV estimates on the transport density with Dirichlet region on the boundary
In this paper, we prove BV regularity on the transport density in the mass transport problem to the boundary in two dimensions under certain...
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Structural iterative rounding for generalized k-median problems
This paper considers approximation algorithms for generalized k -median problems. These problems can be informally described as k -median with a...
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An Inertial Iterative Regularization Method for a Class of Variational Inequalities
In this paper, we study a class of variational inequality problems the constraint set of which is the set of common solutions of a finite family of...
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Clifford-valued linear canonical wave-packet transform and corresponding uncertainty principles
In an effort to express Clifford-valued signals efficiently in time–frequency domain, we introduce the notion of the novel integral transform known...
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Boundary Stabilization for a Heat-Kelvin-Voigt Unstable Interaction Model, with Control and Partial Observation Localized at the Interface Only
A prototype model for a Fluid–Structure interaction is considered. We aim to stabilize [enhance stability of] the model by having access only to a...
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On circuit diameter bounds via circuit imbalances
We study the circuit diameter of polyhedra, introduced by Borgwardt, Finhold, and Hemmecke (SIAM J. Discrete Math. 29 (1), 113–121 (2015)) as a...
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Nonuniqueness of Weak Solutions to the Dissipative Aw–Rascle Model
We prove nonuniqueness of weak solutions to multi-dimensional generalisation of the Aw-Rascle model of vehicular traffic. Our generalisation includes...
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Monoidal strengthening and unique lifting in MIQCPs
Using the recently proposed maximal quadratic-free sets and the well-known monoidal strengthening procedure, we show how to improve intersection cuts...
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Moderate Deviations for Two-Time Scale Systems with Mixed Fractional Brownian Motion
This work focuses on moderate deviations for two-time scale systems with mixed fractional Brownian motion. Our proof uses the weak convergence method...
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Weyl’s law for arbitrary archimedean type
We generalize the work of Lindenstrauss and Venkatesh establishing Weyl’s Law for cusp forms from the spherical spectrum to arbitrary archimedean...
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On a class of Kirchhoff problems with nonlocal terms and logarithmic nonlinearity
In this present paper, we concern investigating nonlinear Kirchhoff-type problems subject to Dirichlet boundary conditions, incorporating nonlocal...
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Deformations and q-Convolutions. Old and New Results
This paper is the survey of some of our results related to q -deformations of the Fock spaces and related to q -convolutions for probability measures...
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Ideal of multilinear \({\mathcal {F}}_{\vec {p},\vec {q}}\,\)-factorable operators and applications
In the present paper we introduce a method for generating ideals of linear and multilinear operators from what we call generalized left and right...
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A New Bayesian Approach to Global Optimization on Parametrized Surfaces in \(\mathbb {R}^{3}\)
This work introduces a new Riemannian optimization method for registering open parameterized surfaces with a constrained global optimization...
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Computing the Minimum-Time Interception of a Moving Target
In this study, we propose an algorithmic framework for solving a class of optimal control problems. This class is associated with the minimum-time...
