Pages that link to "Item:Q2566516"
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The following pages link to Helly's selection principle for functions of bounded \(p\)-variation (Q2566516):
Displaying 14 items.
- On continuity and compactness of some nonlinear operators in the spaces of functions of bounded variation (Q325935) (← links)
- Operator ergodic theory for one-parameter decomposable groups (Q554231) (← links)
- On the total variation for functions of several variables and a multidimensional analog of Helly's selection principle (Q1272032) (← links)
- A selection principle for mappings of bounded variation (Q1587431) (← links)
- On the space of vector-valued functions of bounded variation (Q1813998) (← links)
- A generalization of the Helly theorem for functions with values in a uniform space (Q1956616) (← links)
- A quantitative version of Helly's selection principle in Banach spaces and its applications (Q2192872) (← links)
- Locally Lipschitz composition operators in space of the functions of bounded \(\kappa \Phi\)-variation (Q2256677) (← links)
- Random walks and Lévy processes as rough paths (Q2413248) (← links)
- Helly's principle and its application to an infinite-horizon optimal control problem (Q2471105) (← links)
- The optimal form of selection principles for functions of a real variable (Q2568202) (← links)
- Impulsive control systems with trajectories of bounded \(p\)-variation (Q2628566) (← links)
- Bounded variation and the strength of Helly's selection theorem (Q2938769) (← links)
- Evolution inclusions with and without rough signals (Q6620704) (← links)
