Pages that link to "Item:Q2309112"
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The following pages link to Algebrability of the set of hypercyclic vectors for backward shift operators (Q2309112):
Displaying 12 items.
- Hypercyclic algebras for convolution and composition operators (Q1707942) (← links)
- A few remarks on supercyclicity of non-Archimedean linear operators on \(c_0(\mathbb{N})\) (Q2126145) (← links)
- Algebrable sets of hypercyclic vectors for convolution operators (Q2200032) (← links)
- Baire theorem and hypercyclic algebras (Q2214073) (← links)
- Common hypercyclic algebras for families of products of backward shifts (Q2247737) (← links)
- Lineability, spaceability, and latticeability of subsets of \(C([0, 1])\) and Sobolev spaces (Q2670717) (← links)
- Construction of dense maximal-dimensional hypercyclic subspaces for Rolewicz operators (Q2677405) (← links)
- Small sets and hypercyclic vectors (Q3568666) (← links)
- (Q5189281) (← links)
- Lineability and unbounded, continuous and integrable functions (Q6042201) (← links)
- Growth of hypercyclic entire functions for some non-convolution operators (Q6181229) (← links)
- Mini-workshop: New horizons in linear dynamics, universality, and the invariant subspace problem. Abstracts from the mini-workshop held April 7--12, 2024 (Q6671616) (← links)
