Walter Murray is affiliated with Stanford University in the United States. Their research spans several areas within computer science, mathematics, and engineering.
The scientist's primary fields of study include:
Within these broad fields, Murray has contributed to several subfields such as:
Their main research topics focus on advanced optimization and algorithmic development. Specific areas include:
Murray has published work in the venue Computational Optimization and Applications. A recent paper authored by Michael Haythorpe with Murray as coauthor is titled "Finding a Hamiltonian cycle by finding the global minimizer of a linearly constrained problem", published in 2021.
Co-authors frequently collaborating with Murray include:
In addition to journal publications, Walter Murray has contributed to book literature. One notable publication is Numerical Linear Algebra and Optimization, released in 2021 by the Society for Industrial and Applied Mathematics. This work has accumulated a significant number of citations.
Walter Murray was recognized with the award Fellow of the Royal Society of Canada in 1918.
Philip E. Gill;Walter Murray;Michael A. Saunders
Philip E. Gill;Walter Murray;Michael A. Saunders
Philip E. Gill;Walter Murray;Margaret H. Wright
Phillip E. Gill;Gene H. Golub;Walter A. Murray;Michael A. Saunders
Philip E. Gill;Walter Murray
Philip E. Gill;Walter Murray;Michael A. Saunders;J. A. Tomlin
Philip E Gill;Walter Murray;Michael A Saunders;Margaret H Wright
Philip E. Gill;Walter Murray
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Steven M. Gorelick;Clifford I. Voss;Philip E. Gill;Walter Murray
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Philip E. Gill;Walter Murray;Michael A. Saunders
Philip E. Gill;Walter Murray
Philip E. Gill;Walter Murray;Dulce B. Ponceleón;Michael A. Saunders
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Walter Murray;Kien-Ming Ng
Philip E. Gill;Walter Murray;Michael A. Saunders;Matgaret H. Wright
P. E. Gill;W. Murray;M. A. Saunders;M. H. Wright
Philip E. Gill;Elizabeth Wong;Walter Murray;Michael A. Saunders
Gene H. Golub;Philip E. Gill;Walter Murray;Michael A. Saunders
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