We propose the split common fixed point problem that requires to find a common fixed point
of a family of operators in one space whose image under a linear transformation is a …

We study the multiple-sets split feasibility problem that requires to find a point closest to a
family of closed convex sets in one space such that its image under a linear transformation will …

The convex or quasiconvex feasibility problem and the split feasibility problem in the Euclidean
space have many applications in various fields of science and technology, particularly in …

We study the common fixed‐point problem for the class of directed operators. This class is
important because many commonly used nonlinear operators in convex optimization belong …

Prosthetic devices are vital for enhancing personal autonomy and the quality of life for
amputees. However, the rejection rate for electric upper-limb prostheses remains high at around …

Death of a Salesman, the classic by Arthur Miller, has captured the essence of riveting theatre
for over half a century. Madison Repertory Theatre invites you to rediscover the story of …

We study the behavior of subgradient projections algorithms for the quasiconvex feasibility
problem of finding a point x * ∈R n that satisfies the inequalities f 1 (x * )⩽0,f 2 (x * )⩽0,…,f m (…

We prove a new family of inequalities, which compare the integral of a geometric convolution
of non-negative functions with the integrals of the original functions. For classical inf-…

This paper is a note on the work of Figalli, Maggi and Pratelli, regarding the stability of Brunn–Minkowski
and the isoperimetric inequalities. By a careful examination of the methods …

An innovative particle detector that offers a compelling combination of cost-effectiveness and
high accuracy is introduced. The detector features plastic scintillators paired with a sparse …