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Title of Journal: Potential Anal

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Abbravation: Potential Analysis

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Springer Netherlands

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10.1002/chem.19970030420

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1572-929X

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Maximal Inequalities of the Itô Integral with Resp

Authors: Erika Hausenblas
Publish Date: 2010/11/23
Volume: 35, Issue: 3, Pages: 223-251
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Other Papers In This Journal:
  1. Approximation of Invariant Measures for Regime-switching Diffusions
  2. Functional Inequalities and Hamilton–Jacobi Equations in Geodesic Spaces
  3. Brownian Motion and the Distance to a Submanifold
  4. Stability for Parabolic Quasiminimizers
  5. Complementability of Spaces of Harmonic Functions
  6. Equilibrium Diffusion on the Cone of Discrete Radon Measures
  7. Global Heat Kernel Estimates for Symmetric Markov Processes Dominated by Stable-Like Processes in Exterior C 1, η Open Sets
  8. Intertwining Relations for One-Dimensional Diffusions and Application to Functional Inequalities
  9. Integrals Along Rough Paths via Fractional Calculus
  10. Mosco Type Convergence of Bilinear Forms and Weak Convergence of n -Particle Systems
  11. Remarks on a Constrained Optimization Problem for the Ginibre Ensemble
  12. On Calabi’s Strong Maximum Principle via Local Semi-Dirichlet Forms
  13. On States of Total Weighted Occupation Times of a Class of Infinitely Divisible Superprocesses on a Bounded Domain
  14. Uniqueness for Integro-PDE in Hilbert Spaces
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