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Skorohod Integral at Vacuum State on Guichardet-Fock Spaces
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作者 Jihong Zhang Yongjun Li Xiaochun Sun 《Journal of Applied Mathematics and Physics》 2016年第7期1321-1326,共6页
In this paper, we define expectation of f∈F, i.e. E(f)=f(?), according to Wiener-Ito-Segal isomorphic relation between Guichardet-Fock space F and Wienerspace W. Meanwhile, we derive a formula for the expectation of ... In this paper, we define expectation of f∈F, i.e. E(f)=f(?), according to Wiener-Ito-Segal isomorphic relation between Guichardet-Fock space F and Wienerspace W. Meanwhile, we derive a formula for the expectation of random Hermite polynomial in Skorohod integral on Guichardet- Fock spaces. In particular, we prove that the anticipative Girsanov identities under the condition E(H<sub>x</sub>(δ(x),‖x‖<sup>2</sup>)),n≥1 on Guichardet-Fock spaces. 展开更多
关键词 Moment identities girsanov identities Hermitpolynomial Skorohod Integral Guichardet-Fock Spaces
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