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Functional and cross-trait genetic architecture of common diseases and complex traits
(Massachusetts Institute of Technology, 2017)
In this thesis, I introduce new methods for learning about diseases and traits from genetic data. First, I introduce a method for partitioning heritability by functional annotation from genome-wide association summary ...
Grammar for vision.
(Massachusetts Institute of Technology, 1975)
Spherical D̳-modules and representations of reductive lie groups
(Massachusetts Institute of Technology, 1986)
Reducibilities in recursive function theory.
(Massachusetts Institute of Technology, 1966)
On the pathological character of independent random variables
(Massachusetts Institute of Technology, 1959)
Instanton correction, wall crossing and mirror symmetry of Hitchin's moduli spaces
(Massachusetts Institute of Technology, 2011)
We study two instanton correction problems of Hitchin's moduli spaces along with their wall crossing formulas. The hyperkahler metric of a Hitchin's moduli space can be put into an instanton-corrected form according to ...
Connections on conformal blocks
(Massachusetts Institute of Technology, 2011)
For an algebraic group G and a projective curve X, we study the category of D-modules on the moduli space Bung of principal G-bundles on X using ideas from conformal field theory. We describe this category in terms of the ...
Tight contact structures on small Seifert spaces
(Massachusetts Institute of Technology, 2004)
In this thesis, we discuss the relation between the Euler number of a tight contact small Seifert space and the contact framing of Legendrian vertical circles in it, and apply this relation to classify up to isotopy tight ...
Nonparametric modeling of dependencies for spatial interpolation
(Massachusetts Institute of Technology, 2000)
Crucial in spatial interpolation of stochastic processes is the determination of the underlying dependency of the data. The dependency can be represented by an underlying covariogram, variogram, or generalized covariogram. ...
[rho]-compact groups as framed manifolds
(Massachusetts Institute of Technology, 2002)
We describe a natural way to associate to any [rho]-compact group an element of the [rho]-local stable stems, which, applied to the [rho]-completion of a compact Lie group G, coincides with the element represented by the ...