MATH 3345 Lecture 34:

• School: Ohio State University
• Department: Mathematics
• Course: MATH 3345
• Professor: Andreas Koutsogiannis

Document Summary

Fl ,c_ (f"(r) on re we do th ,. s lue. X a i f(x) i s o set. set o,,d. Jjom cf) :: a, tc. k:d sel-s ~ (so , f. ~ tkvu be\od to fu raf)r, of f e_, ;sf-5 o subset c ~a 5uc"1 tha. t c oloe. j)n"t i< ( c ro l l~ : B -> (p (a) f v 0 c ti o () , f"h e ,-, f i s n t a sur c~)) such t\ot. ~ p r e v i o u 5 c o r o 11 ~ , , t 7 "j o. b j e c i: ion fro -n. Let [c:: {"xe-9 : x ~ fcx)j] f r. C 0"1 tr " d i c t- i o r, X 0 f ( x o) ::- c.