Abstract
We present a new result of Pettis integrable multivalued martingale. A result presented in this paper is a new version of uniformly integrable martingale in Pettis integration. A classical theorem of vector uniformly integrable martingale in Bochner integration is stated by Egghe [11]. A multivalued version of this result is proved by Hiai and Umegaki in [20].
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APA
El-Louh, M., & Ezzaki, F. (2018). Some Properties of Pettis Integrable Multivalued Martingales. In Lecture Notes in Networks and Systems (Vol. 37, pp. 1028–1034). Springer. https://doi.org/10.1007/978-3-319-74500-8_92
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