D
Daniel J. Pierce
Researcher at University of New Mexico
Publications - 18
Citations - 827
Daniel J. Pierce is an academic researcher from University of New Mexico. The author has contributed to research in topics: Matrix (mathematics) & Estimator. The author has an hindex of 12, co-authored 18 publications receiving 821 citations. Previous affiliations of Daniel J. Pierce include Purdue University.
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Methods, apparatus and computer program products for information retrieval and document classification utilizing a multidimensional subspace
TL;DR: In this paper, a representation of at least a portion of the original matrix is projected into a lower dimensional subspace and those portions of the subspace representation that relate to the term(s) of the query are weighted following the projection into the lower-dimensional subspace.
Patent
Method and system for text mining using multidimensional subspaces
D. Dean Billheimer,Andrew James Booker,Michelle Keim Condliff,Mark Greaves,Fredrick Baden Holt,Anne Shu-Wan Kao,Daniel J. Pierce,Stephen Robert Poteet,Yuan-Jye Wu +8 more
TL;DR: In this paper, a text mining program is provided that allows a user to perform text mining operations such as information retrieval, term and document visualization, term clustering, term classification, summarization of individual documents and groups of documents, and cross-referencing.
Journal ArticleDOI
Clinical predictors of injuries not identified by focused abdominal sonogram for trauma (fast) examinations
TL;DR: Clinical characteristics of patients with a blunt traumatic injury that increased the risk of peritoneal or pericardial fluid collections and abdominal organ injuries not identified by a bedside focused abdominal sonogram for trauma (FAST) examination are identified.
Journal ArticleDOI
Incremental condition estimation for sparse matrices
TL;DR: Numerical experiments demonstrate the reliability of this scheme in estimating the smallest singular value of a triangular factor matrix as the factor is generated one column or row at a time.
Journal ArticleDOI
A new algorithm for finding a pseudoperipheral node in a graph
TL;DR: A new algorithm for the computation of a pseudoperipheral node of a graph that accesses the adjacency structure of the sparse matrix in a regular pattern is presented and the application of this algorithm to reordering algorithms for the solution of sparse linear systems is discussed.