A candidate for a solution to Wall's D(2) problem
Abstract
Description
We show that Wall's D(2) problem, the Realization problem and the Relation Gap problem could all be solved if it could be shown that the deficiency of a certain group is, as intuition would suggest, less than -1.
Note the paper has been withdrawn. A presentation of *_p (C_p x C_p)with deficiency -1 is given on p35 of: Cynthia Hog-Angeloni, Beitrage zum (einfachen) homotopietyp zweidimensionaler komplexe zu freein produkten und anderen gruppentheoretischen konstruktionen : PhD thesis, Frankfurt/Main 1988
This paper has been withdrawn by W.H.Mannan as the results are vacuous in light of the following: Def(*_p (C_p x C_p)) = -1, where the free product is taken over distinct primes p
This paper has been withdrawn by W.H.Mannan as the results are vacuous in light of the following: Def(*_p (C_p x C_p)) = -1, where the free product is taken over distinct primes p