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Strong, mild and weak solutions of backward stochastic evolution equations
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Abdul Rahman Al-Hussein
Veröffentlicht/Copyright:
1. Juni 2005
Four types of solutions ( mild, weak, weak mild and strong ) of the so-called backward stochastic evolution equations in infinite dimensions are proved to exist. A relationship between these solutions is established as well.
Key Words: Backward stochastic evolution equation,; mild solution,; weak solution,; weak mild solution,; strong solution.
Published Online: 2005-06-01
Published in Print: 2005-06-01
Copyright 2005, Walter de Gruyter
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Artikel in diesem Heft
- Upper estimate of overrunning by Subφ(Ω) random process the level specified by continuous function
- Strong, mild and weak solutions of backward stochastic evolution equations
- On the product and ratio for the elliptically symmetric Pearson type Vii distribution
- About scientific research of Igor Nikolayevich Kovalenko
- Thirty years of the ACE-Law and Stochastic Power Method
Schlagwörter für diesen Artikel
Backward stochastic evolution equation,;
mild solution,;
weak solution,;
weak mild solution,;
strong solution.
Artikel in diesem Heft
- Upper estimate of overrunning by Subφ(Ω) random process the level specified by continuous function
- Strong, mild and weak solutions of backward stochastic evolution equations
- On the product and ratio for the elliptically symmetric Pearson type Vii distribution
- About scientific research of Igor Nikolayevich Kovalenko
- Thirty years of the ACE-Law and Stochastic Power Method
