The study of differential algebraic geometry and model theory occupies a pivotal position at the interface of algebra, geometry, and logic. Differential algebraic geometry investigates solution sets ...

Model theory offers a robust logical framework for exploring the intricacies of algebraic structures, bridging abstract logic and concrete algebraic systems. Through the examination of models – ...

In the equivariant category of spaces with an action of a finite group, algebraic 'minimal models' exist which describe the rational homotopy for G-spaces which are 1-connected and of finite type.

Researchers have developed a novel algebraic model of DNA hybridization, a process central to most biotechnology devices that monitor changes in cell's gene expression or characterize a cell's genome.

Deputy Director of the DSI-NRF Centre of Excellence in Mathematical and Statistical Sciences and Senior Lecturer in the School of Computer Science and Applied Mathematics, University of the ...

Defining a composition operation on sets of formulas one obtains a manysorted algebra which satisfies the superassociative law and one more identity. This algebra is called the clone of formulas of ...