Concerning holomorphy types for Banach spaces
Conditional Banach Spaces, Conditional Projections and Generalized Martingales.
Conditional Weak Compactness in Certain Inductive Tensor Products.
Cones in tensor products of ordered Banach spaces.
Connes' Analogue of the Thom Isomorphism for the Kasparov Groups.
Continous Norms on Locally Convex Strict Inductive Limit Spaces.
Continuity and Hypocontinuity for Bilinear Maps.
Continuous extension of sequentially continuous linear functionals in inductive limits of normed spaces
Continuous homomorphisms of Arens-Michael algebras.
Continuous tensor products of Hilbert spaces and product operators
Contractible quantum Arens-Michael algebras
We consider quantum analogues of locally convex spaces in terms of the non-coordinate approach. We introduce the notions of a quantum Arens-Michael algebra and a quantum polynormed module, and also quantum versions of projectivity and contractibility. We prove that a quantum Arens-Michael algebra is contractible if and only if it is completely isomorphic to a Cartesian product of full matrix C*-algebras. Similar results in the framework of traditional (non-quantum) approach are established, at the...
Contractions of product density operators of systems of identical fermions and bosons.
Contractive operators of certain spaces
Contributi all'analisi spettrale algebrica
Coomologia separata sulle varietà analitiche complesse
Correction à "Représentation fonctionnelle des espaces vectoriels topologiques"
Correction to "An index formula for chains" (Studia Math. 116 (1995), 283-294)
Correction to the paper: On linear functorial operators extending pseudometrics
Corrigendum to the paper “The universal Banach space with a -suppression unconditional basis”
We observe that the notion of an almost -universal based Banach space, introduced in our earlier paper [1]: Banakh T., Garbulińska-Wegrzyn J., The universal Banach space with a -suppression unconditional basis, Comment. Math. Univ. Carolin. 59 (2018), no. 2, 195–206, is vacuous for . Taking into account this discovery, we reformulate Theorem 5.2 from [1] in order to guarantee that the main results of [1] remain valid.
Counterexample to a Conjecture of Grothendieck.