id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
8s45q814g2m	J.D. Quigley	Generalized Mahowald Invariants	2019		.txt	text/plain	210	8	49	In this thesis, we study the Mahowald invariant in the settings of motivic stable homotopy theory over Spec(C) and Spec(R), as well as C2-equivariant stable homotopy theory. In the complex motivic case, we use these computations to show that the Mahowald invariant of η^i , i ≥ 1, is the first element in Adams filtration i of the w1-periodic families constructed by Andrews.	cache/8s45q814g2m.txt	txt/8s45q814g2m.txt