Zanzibar has made significant strides towards malaria elimination through the development and scale-up of the Malaria Epidemic Early Detection System (MEEDS) and the malaria case notification (MCN) platform. These systems enable real-time surveillance and reporting of malaria cases, facilitating timely responses. The MCN platform, which includes an interactive SMS system, a mobile application, and a web-based analytics application, is based on free and open-source software. It has been scaled up to cover all health facilities in Zanzibar, with the Ministry of Health integrating it with the DHIS2 system to streamline data management. The Zanzibar Malaria Elimination Program (ZAMEP) has established performance standards for case notification and follow-up, aiming for high timeliness and completeness in case management.

Uterine fibroids disproportionately affect women of color and often lead to invasive surgeries. The LIFE UP awareness strategy emphasizes early management of uterine fibroids through lifestyle interventions, dietary modifications, and environmental practices. This approach aims to prevent fibroids, improve reproductive health, reduce invasive procedures, and save costs. The review calls for future research and policy initiatives in women's health, highlighting the importance of prevention and early intervention.

The study investigates soliton solutions for the Fractional Kudryashov–Sinelshchikov Equation (FKSE) using conformable fractional derivatives and the modified Extended Direct Algebraic Method (mEDAM). The FKSE models the behavior of pressure waves in liquid–gas bubble mixtures, considering heat transmission and viscosity effects. The research yields various soliton solutions, including generalized trigonometric, hyperbolic, and rational functions with kinks, singular kinks, multi-kinks, lumps, shocks, and periodic waves. These solutions are visualized through graphs, providing insights into the complex wave behaviors in such mixtures. The findings have implications in mathematical physics and other applied sciences like optical fiber research and plasma physics.

This article presents new analytical wave solutions to the Kuralay-II equations using the truncated M-fractional derivative. Three analytical schemes, namely the exp a function, the extended sinh-Gordon equation expansion, and the generalized Kudryashov schemes, were utilized to obtain the solutions. The results are verified using Mathematica tool and illustrated with 2-D, 3-D, and contour plots. The study suggests that these methods are effective and reliable for solving other nonlinear partial differential equations and could be useful in nonlinear optics, ferromagnetic materials, and optical fibers.