Pages that link to "Item:Q2365009"
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The following pages link to An estimate for the \(L^ 2\)-norm of a quasi continuous function with respect to a smooth measure (Q2365009):
Displaying 11 items.
- Capacitary bounds of measures and ultracontractivity of time changed processes (Q1408904) (← links)
- Hardy's inequality for Dirichlet forms (Q1589712) (← links)
- Conditional gaugeability and subcriticality of generalized Schrödinger operators (Q1614779) (← links)
- Variational formula for Dirichlet forms and estimates of principal eigenvalues for symmetric \(\alpha\)-stable processes (Q1775511) (← links)
- Capacitary criteria for Poincaré-type inequalities (Q1781892) (← links)
- Differentiability of spectral functions for nonsymmetric diffusion processes (Q1958471) (← links)
- Conductor and capacitary inequalities for functions on topological spaces and their applications to Sobolev-type imbeddings (Q2484256) (← links)
- Conductor inequalities and criteria for Sobolev type two-weight imbeddings (Q2493966) (← links)
- Hardy's inequality in the scope of Dirichlet forms (Q2905093) (← links)
- Conductor Inequalities and Criteria for Sobolev-Lorentz Two-Weight Inequalities (Q3627654) (← links)
- On an estimate for the norm of a function of a quasihermitian operator (Q4320015) (← links)