Graduate student dissertations

Qien Zhou finished her thesis in 1990. The thesis was a calculation of the homology of two loops on MU(2). The year after her thesis she generalized this to two loops on MU(n), but it was never published. Here it is!

• The Homology of the Double Loops of the Thom space MU(n) by Qien Zhou, her post-thesis work.

• On spaces of matrices satisfying some rank conditions. By Zoran Petrovic. Ph.D. Thesis. Johns Hopkins University. 1996.

• On the Hopf ring for the sphere. By Yanfei Li. Ph.D. Thesis. Johns Hopkins University. 1996.

• The homology of the spectrum bo and its connective covers. By Dena Cowen. Ph.D. Thesis. Johns Hopkins University. 1997.

• Dieudonne theory for ungraded and periodically graded Hopf rings. By Rui Miguel Saramago. Ph.D. Thesis. Johns Hopkins University. 2000.

• The hit problem for W(4) over F_2 by the differential operator algebra. By Hemin Yang Ph.D. Thesis. Johns Hopkins University. 2001.

• The E(1,2) Cohomology of the Eilenberg-MacLane Space K(Z,3) By Hsin-hao Su Ph.D. Thesis. Johns Hopkins University. 2006.

• Real Johnson-Wilson theories and non-immersions of projective spaces. By Romie Banerjee, Ph.D. Thesis. Johns Hopkins University. 2010.