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SYRACUSE UNIVERSITY
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You are viewing titles for SYRACUSE UNIVERSITY in the Mathematics available through the UMI Dissertations & Thesis Gradwoorks site
Wavelets on manifolds and multiscale reproducing kernel Hilbert spaces
On the geometry of p-harmonic mappings
Biological time series classification via reproducing kernels and sample entropy
On the structure of reliability polynomials
Growth of tessellations
Structure of infinitely-ended, edge-transitive planar maps and their petrie walks
Sampling with reproducing kernels
Fast multiscale integral equation methods for image restoration
Approximation of kernel matrices in machine learning
Representations of a valued quiver, the lattice of admissible sequences, and the Weyl group of a Kac-Moody algebra
Potential Theory on Compact Sets
Complexity over finite-dimensional algebras
Mixed problems and layer potentials for harmonic and biharmonic functions
A Total Variation and Spatially Varying Estimation Model for Image Restoration
Excess Porteous, Coherent Porteous, and the Hyperelliptic Locus in M3
The Clar structure of fullerenes
Discrete Sparse Fourier Hermite Approximations in High Dimensions