Ahmadini, Abdullah Ali H.; Afzal, Waqar; Abbas, Mujahid; Aly, Elkhateeb S.(MDPI, 2024-02)
This note introduces a new class of preinvexity called (h1, h2)-Godunova-Levin preinvex
functions that generalize earlier findings. Based on these notions, we developed Hermite-Hadamard,
weighted Fejér, and trapezium ...
Tasse, Arsene Jaures Ouemba; Tsanou, Berge; Woukeng, Jean Louis; Lubuma, Jean M.-S.(MDPI, 2024-12)
We construct a new metapopulation model for the transmission dynamics and control of the Ebola Virus Disease
(EVD) in an environment characterized by considerable migrations and travels of people. It is an extended ...
The aim of this paper is to introduce a new type of two-dimensional convexity by using totalorder
relations. In the first part of this paper, we examine the Hyers–Ulam stability of two-dimensional
convex mappings by using ...
The vector or pest control is essential to reduce the risk of vector-borne diseases or crop losses. Among the available biological control tools, the sterile insect technique (SIT) is one of the most promising. However, ...
A climate-based metapopulation malaria model is formulated by incorporating human travel between zones with varying climatic factors, effective and counterfeit drug treatments, and time-periodic parameters for the mosquito ...
In this work, we present a mechanobiochemical model for two-dimensional cell migration which couples
mechanical properties of the cell cytosol with biochemical processes taking place near or on the cell plasma
membrane. ...
Fallahi, Asadollah; Raftery, James G.(Springer, 2024-10)
We exhibit infinitely many semisimple varieties of semilinear De Morgan
monoids (and likewise relevant algebras) that are not tabular, but which have only tabular
proper subvarieties. Thus, the extension of relevance ...
In this work, we study the dual effects of linear cross-diffusion and geometry on reaction–diffusion systems
for pattern formation on rectangular domains. The spatiotemporal dynamics of the reaction–diffusion system
with ...
Van Niekerk, Andries; Moutzouris, Vasili; Mare, Eben(AOSIS, 2024-09-17)
BACKGROUND : Many retirees in South Africa face the challenge of either outliving their
retirement savings or living below their means. Studies suggest a ‘safe’ withdrawal rate of
between 4% and 5%, which is below the ...
Hariparsad, Sanveer; Mare, Eben(AOSIS, 2024-05-31)
BACKGROUND : This study focuses on diversifying fixed income attribution beyond yield and
duration by identifying new risk premia applicable to various investment strategies.
AIM : To identify cross-sectional bond risk ...
Smallholder farmers rely on their farm earnings to cover operating costs and generate income. That is not an easy task because of the pests, which reduce yields and generate plant protection costs. The farm yield and plant ...
Crnkovic, Vedrana Mikulic; Traunkar, Ivona; Rodrigues, Bernardo G.(American Institute of Mathematical Sciences, 2024)
By a suitable extension of incidence matrices, orbit matrices, and
submatrices of orbit matrices of weakly p-self-orthogonal 1-designs, in this paper
we describe a construction of LCD codes over a finite field. To ...
Although much progress has been made in reducing the public health burden of the human immunodeficiency virus (HIV), which causes acquired immunodeficiency syndrome (AIDS), since its emergence in the 1980s (largely due to ...
Milonas, Natasa; Van Vuuren, Gary(EconJournals, 2024-03)
Because credit losses can be substantial, managing credit risk is a focus area of risk measurement and management. It is important for financial institutions to select credit risk models that accurately forecast losses. ...
Moraschini, Tommaso; Wannenburg, Johann Joubert; Yamamoto, Kentaro(Cambridge University Press, 2024)
We introduce prime products as a generalization of ultraproducts for positive logic. Prime products are shown to satisfy a version of Łoś’s Theorem restricted to positive formulas, as well as the following variant of the ...
After collecting a number of results on interval and almost interval preserving linear
maps and vector lattice homomorphisms, we show that direct systems in various
categories of normed vector lattices and Banach lattices ...
We show that, for a class of locally solid topologies on vector lattices, a topologically convergent net has an embedded sequence that is unbounded order convergent to the same limit. Our result implies, and often improves, ...