We propose and examine two inherently symmetric (0, 1)-matrix completion problems with
majorization ordered objectives, which provides a unique perspective for electric vehicle …

Indivisible resource allocation motivates us to study the matrix completion concerning the
class of (0, 1)-matrices with prescribed row/column sums and preassigned zeros. We …

Under the unique environment of high humidity and high salinity of nuclear power plants, the
environment should be improved to ensure staff comfort and equipment safe operation …

An increasing concern in power systems is how to elicit flexibilities in demand, which leads
to nontraditional electricity products for accommodating loads of different flexibility levels …

We propose and examine two optimal $(0, 1) $-matrix completion problems with
majorization ordered objectives. They elevate the seminal study by Gale and Ryser from …

In this paper, we analyze the existence conditions of a special class of constrained zero-one
matrices with uncertainties. Classically, it asks how to characterize a class of zeroone …

Efficient resource allocation is one of the main driving forces of human civilizations. Of the
many existing approaches to resource allocation, matrix completion is one that is frequently …

Integer matrix completion is a long-studied mathematical topic for finding a required matrix
based on partially observed information, which aids in modeling and solving various …