Zawartość tomu 264
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Big Birkhoff sums in $d$-decaying Gauss like iterated function systems Studia Mathematica 264 (2022), 1-25 MSC: Primary 11K50; Secondary 37E05, 28A80. DOI: 10.4064/sm201031-23-8
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Non-Gaussian limit of a tracer motion in an incompressible flow Studia Mathematica 264 (2022), 27-69 MSC: Primary 60H25, 60F17; Secondary 76F25, 60G18. DOI: 10.4064/sm201107-7-4
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Partial regularity of minimizers of asymptotically convex functionals with ${p(x)}$-growth Studia Mathematica 264 (2022), 71-102 MSC: Primary 46E35, 49N60; Secondary 35B65. DOI: 10.4064/sm210104-20-9
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Projections of the uniform distribution on the cube: a large deviation perspective Studia Mathematica 264 (2022), 103-119 MSC: Primary 60F10; Secondary 46B06, 52A23. DOI: 10.4064/sm210413-16-9
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Some stability properties for the Bishop–Phelps–Bollobás property for Lipschitz maps Studia Mathematica 264 (2022), 121-147 MSC: Primary 46B04; Secondary 46B20, 26A16, 54E50. DOI: 10.4064/sm200427-7-4
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Testing the Sobolev property with a single test plan Studia Mathematica 264 (2022), 149-179 MSC: 53C23, 46E35. DOI: 10.4064/sm200630-24-8
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$L^p$ solutions for a stochastic evolution equation with nonlinear potential Studia Mathematica 264 (2022), 181-240 MSC: Primary 60H15; Secondary 35R60. DOI: 10.4064/sm210120-2-9
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Superscarred quasimodes on flat surfaces with conical singularities Studia Mathematica 264 (2022), 241-262 MSC: Primary 58Jxx, 35-xx; Secondary 37-xx. DOI: 10.4064/sm201008-23-6
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On optimality of constants in the Little Grothendieck Theorem Studia Mathematica 264 (2022), 263-304 MSC: 46L70, 47A30, 17C65. DOI: 10.4064/sm201125-23-8
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Essential numerical range and $C$-numerical range for unbounded operators Studia Mathematica 264 (2022), 305-333 MSC: Primary 47A12; Secondary 47A10. DOI: 10.4064/sm201231-16-9
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Absolute Lipschitz extendability and linear projection constants Studia Mathematica 264 (2022), 335-359 MSC: Primary 54C20; Secondary 46B20, 46E99. DOI: 10.4064/sm210708-21-9
