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Browsing Department of Mathematics by Title

Sidenko, Sergiy
(Massachusetts Institute of Technology, 2008)
In the first part of this work, we study a long standing open problem on the mixing time of Kac's random walk on SO(n, R) by random rotations. We obtain an upper bound mix = O (n2.5 log n) for the weak convergence which ...

Stenzel, Matthew B. (Matthew Briggs)
(Massachusetts Institute of Technology, 1990)

Bremke, Kirsten
(Massachusetts Institute of Technology, 1996)

Piazza, Paolo
(Massachusetts Institute of Technology, 1991)

Sepanski, Mark R. (Mark Roger)
(Massachusetts Institute of Technology, 1994)

McDonald, Patrick T. (Patrick Timothy)
(Massachusetts Institute of Technology, 1990)

Baym, Michael Hartmann
(Massachusetts Institute of Technology, 2009)
In recent years there has been a great deal of new activity at the interface of biology and computation. This has largely been driven by the massive in flux of data from new experimental technologies, particularly ...

Yevick, Miriam Amalie Lipschutz
(Massachusetts Institute of Technology, 1947)

Harkin, Anthony
(Massachusetts Institute of Technology, 1995)

Vogan, David A., 1954
(Massachusetts Institute of Technology, 1976)

Å eÅ¡um, NataÅ¡a, 1975
(Massachusetts Institute of Technology, 2004)
Consider the unnormalized Ricci flow ...Richard Hamilton showed that if the curvature operator is uniformly bounded under the flow for all times ... then the solution can be extended beyond T. In the thesis we prove that ...

Osserman, Brian, 1977
(Massachusetts Institute of Technology, 2004)
(cont.) yield a new proof of a result of Mochizuki yield a new proof of a result of Mochizuki Frobeniusunstable bundles for C general, and hence obtaining a selfcontained proof of the resulting formula for the degree of V₂.

Beheshti Zavareh, Roya, 1977
(Massachusetts Institute of Technology, 2003)
In this thesis, the Hilbert scheme of lines on smooth hypersurfaces is studied. The main result is that the Hilbert scheme of lines on any smooth Fano hypersurface of degree d =/< 6 in ... has the expected dimension 2n  ...

Hou, Zuoliang, 1977
(Massachusetts Institute of Technology, 2004)
In this thesis, I studied the stability of local complex'singularity exponents (lcse) for holomorphic functions whose zero sets have only isolated singularities. For a given holomorphic function f defined on a neighborhood ...

Yau, Donald Y. (Donald Ying Wai), 1977
(Massachusetts Institute of Technology, 2002)
We show that for a large class of torsionfree classifying spaces, Ktheory filtered ring is an invariant of the genus. We apply this result in two ways. First, we use it to show that the powerseries ring on n indeterminates ...

Jesurum, Caroline Esther, 1969
(Massachusetts Institute of Technology, 1998)

Nachtigal, Noël Maurice
(Massachusetts Institute of Technology, 1991)

Robinson, Hugh Michael, 1978
(Massachusetts Institute of Technology, 2005)
The category of Segal spaces was proposed by Charles Rezk in 2000 as a suitable candidate for a model category for homotopy theories. We show that Quillen functors induce morphisms in this category and that the morphisms ...

Guillemin, Victor; Schaeffer, David
(20130207)

Bradley, Philip H. (Philip Harlan), 1973
(Massachusetts Institute of Technology, 2001)
In this thesis, two algorithms for protein structural motif recognition are presented. A program is described which successfully recognizes the occurrence of the righthanded parallel 8helix fold from protein sequence ...