Lattice-valued convergence spaces extend classical notions of convergence by replacing traditional binary convergence criteria with values drawn from a complete lattice. This framework enables a ...
Topological spaces form the foundational framework for modern analysis and geometry, characterised by a set equipped with a collection of open subsets satisfying specific axioms. This flexible ...
The convergence of non-Hermitian physics and topological photonics has opened exciting research directions in recent years, particularly in the development of robust laser systems. The guiding ...
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