# Wydawnictwa / Czasopisma IMPAN / Studia Mathematica

## Studia Mathematica

• Duality results in Banach and quasi-Banach spaces of homogeneous polynomials and applications
• Multipliers between model spaces
• Endomorphisms of the Cuntz algebras and the Thompson groups
• Weighted mixed weak-type inequalities for multilinear operators
• On the preserved extremal structure of Lipschitz-free spaces
• Invariant weakly positive semidefinite kernels with values in topologically ordered $*$-spaces
• Mean ergodicity vs weak almost periodicity
• Unconditionality of periodic orthonormal spline systems in $L^p$
• On bi-free multiplicative convolution
• Evolution variational inequalities with growth conditions in metric spaces
• Stochastic integration in quasi-Banach spaces
• Ergodic frequency measures for random substitutions
• The Carathéodory–Fejér interpolation on the polydisc
• On the ternary domain of a completely positive map on a Hilbert $C^{\ast }$-module
• Besov and Hölder spaces on spaces of homogeneous type
• Garsia–Rodemich spaces: local maximal functions and interpolation
• On the Nevanlinna problem: characterization of all Schur–Agler class solutions affiliated with a given kernel
• Solution to the Stieltjes moment problem in Gelfand–Shilov spaces
• Subshifts with sparse traces
• Higher-order Stein kernels for Gaussian approximation
• A sharp form of the Marcinkiewicz interpolation theorem for Orlicz spaces
• Rosenthal's inequalities: $\Delta$-norms and quasi-Banach symmetric sequence spaces
• Gluing graphs and the spectral gap: A Titchmarsh–Weyl matrix-valued function approach
• Zero-dimensional extensions of amenable group actions
• Approximation in spaces of analytic functions
• Contractive projections and real positive maps on operator algebras
• Extending the scope of the small-ball method
• On the unitary group of the multiplier algebra of the Razak algebra
• Hermitian and algebraic $^*$-algebras, representable extensions of positive functionals
• Finite sums of dual Toeplitz products
• Schauder bases having many good block basic sequences
• The product Stein–Weiss theorem
• The Fourier–Stieltjes algebra of a $C^*$-dynamical system II

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