By J. Schmets
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This monograph is the 1st and an preliminary creation to the idea of bitopological areas and its purposes. specifically, diversified households of subsets of bitopological areas are brought and diverse kinfolk among topologies are analyzed on one and a similar set; the speculation of measurement of bitopological areas and the idea of Baire bitopological areas are developed, and diverse periods of mappings of bitopological areas are studied.
Half I of this quantity surveys the advancements within the research of nonlinear phenomena in Japan in past times decade, whereas half II includes up to date unique papers referring to qualitative theories and their purposes. handled listed here are nonlinear difficulties concerning common research, fluid dynamics, mathematical biology and desktop sciences, and their underlying mathematical buildings, e.
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