Materiały konferencyjne (WMiI)
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Item The Third International Workshop on Dynamic Scheduling Problems: Extended Abstracts(Polish Mathematical Society, 2021) Stanisław Gawiejnowicz (ed.)This book contains extended abstracts of a plenary lecture and papers presented at the Third International Workshop on Dynamic Scheduling Problems, July 5th–6th, 2021, Poznań, Poland.Item The Second International Workshop on Dynamic Scheduling Problems: Extended Abstracts(2018) Stanisław Gawiejnowicz (ed.)This book contains extended abstracts of a plenary lecture, a tutorial and papers presented at the Second International Workshop on Dynamic Scheduling Problems, June 26th–28th, 2018, Poznań, Poland.Item The First International Workshop on Dynamic Scheduling Problems: Extended Abstracts(Polish Mathematical Society, 2016) Stanisław Gawiejnowicz (ed.)This book contains extended abstracts of a plenary lecture and papers presented at the First International Workshop on Dynamic Scheduling Problems, June 30th–July 1st, 2016, Poznań, Poland.Item The Fourth International Workshop on Dynamic Scheduling Problems: Extended Abstracts(Polish Mathematical Society, 2023) Gawiejnowicz, Stanisław (ed.)This book contains extended abstracts of the plenary lecture and papers presented at the Fourth International Workshop on Dynamic Scheduling Problems, June 5th-6th, 2023, Winterthur, Switzerland.Item On metrizability of compactoid sets in non-archimedean locally convex spaces(2008) Kakol, Jerzy; Śliwa, WiesławIn 2003 N. De Grande-De Kimpe, J. Kakol and C.Perez-Garcia using t-frames and some machinery concerning tensor products proved that compactoid sets in (LM)-spaces are metrizable. In this presentation we show a similar result for locally convex spaces with a L-base. This extends the first mentioned result since every (LM)-space has a L-base. We show that any compactoid subset of a non-archimedean locally convex space E is metrizable if and only if the dual of E with the topology of the uniform convergence on compactoid subsets of E is of countable type.Item An introduction to non-archimedean functional analysis(2010-06-29T09:48:26Z) Śliwa, WiesławA mini-course on the structure of Banach and Frechet spaces over non-archimedean fields