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1
Finite Groups, Polymatroids, and Error-Correcting Codes.
Finite Groups, Polymatroids, and Error-Correcting Codes.
Wentworth-Nice, Prairie Elizabeth.Mathematics. | Cornell University. | 2024
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2
Dissecting an Integer Polymatroid.
Dissecting an Integer Polymatroid.
Young, Fiona.Mathematics. | Cornell University. | 2024
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3
Vascularization of Bioengineered Fat With Tunable Matrix Properties for Macro-Perfusion and Soft Tissue Reconstruction.
Vascularization of Bioengineered Fat With Tunable Matrix Properties for Macro-Perfusion and Soft Tissue Reconstruction.
Stephens, Chelsea Jane.Biomedical Engineering. | Cornell University. | 2024
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4
Knot Concordance and Matrix Factorizations- [electronic resource]
Knot Concordance and Matrix Factorizations- [electronic resource]
Ballinger, William.Mathematics. | Princeton University. | 2023
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5
Probabilistic Approaches to Multi-Study Genomic Matrix Decompositions and Single-Cell RNA-Sequencing Analysis- [electronic resource]
Probabilistic Approaches to Multi-Study Genomic Matrix Decompositions and Single-Cell RNA-Sequencing Analysis- [electronic resource]
Grabski, Isabella N.Biostatistics. | Harvard University. | 2023
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6
Matrin 3 Regulation in Physiology and Neurodegenerative Disease- [electronic resource]
Matrin 3 Regulation in Physiology and Neurodegenerative Disease- [electronic resource]
Malik, Ahmed M.Neuroscience PhD. | University of Michigan. | 2021
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7
Discrete Optimization Methods for Scheduling and Matrix Completion- [electronic resource]
Discrete Optimization Methods for Scheduling and Matrix Completion- [electronic resource]
Soni, Akhilesh.Industrial Engineering. | The University of Wisconsin - Madison. | 2023
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8
Lanczos-Based Methods for Matrix Functions.
Lanczos-Based Methods for Matrix Functions.
Chen, Tyler.Applied Mathematics. | University of Washington. | 2022
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9
Efficient Solvers for the Implicit Time Integration of Matrix-Free High-Order Methods.
Efficient Solvers for the Implicit Time Integration of Matrix-Free High-Order Methods.
Franco, Michael.Mathematics. | University of California, Berkeley. | 2022
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10
On Integrals of Matrix Coefficients Associated to Spherical Models.
On Integrals of Matrix Coefficients Associated to Spherical Models.
Zelingher, Elad Daniel.Mathematics. | Yale University. | 2022
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