TY - BOOK TI - A fixed point theorem for measurable selection valued correspondences induced by upper caratheodory correspondences T3 - SRC discussion paper AU - Fu, Jing and Page, Frank CY - London PB - Systemic Risk Centre, The London School of Economics and Political Science PY - 2022 PY - 2022 LA - English KW - m-tuples of Caratheodory functions KW - upper Caratheodory correspondences KW - continuum valued upper Caratheodory sub-correspondences KW - weak star uppersemicontinuous measurable selection valued correspondences KW - approximateCaratheodory selections KW - fixed points of nonconvex KW - measurable selection valuedcorrespondences induced by the composition of an m-tuple of Caratheodory functionswith a continuum valued upper Caratheodory sub-correspondence KW - m-tuples of Caratheodory functions KW - upper Caratheodory correspondences KW - continuum valued upper Caratheodory sub-correspondences KW - weak star uppersemicontinuous measurable selection valued correspondences KW - approximateCaratheodory selections KW - fixed points of nonconvex KW - measurable selection valuedcorrespondences induced by the composition of an m-tuple of Caratheodory functionswith a continuum valued upper Caratheodory sub-correspondence UR - https://www.systemicrisk.ac.uk/sites/default/files/2022-04/dp-115.pdf UR - https://katalog.ub.tu-freiberg.de/Record/0-179973224X ER -