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1
Bayesian Harmonic Analysis of Tidal and Wind-Driven Currents in the California Current System- [electronic resource]
Bayesian Harmonic Analysis of Tidal and Wind-Driven Currents in the California Current System- [electronic resource]
Kachelein, Luke.Scripps Institution of Oceanograph | University of California, San Diego. | 2023
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2
Topics in Harmonic Analysis: The HRT Conjecture and Sigma-Delta Quantization.
Topics in Harmonic Analysis: The HRT Conjecture and Sigma-Delta Quantization.
Schram, Raymond.Mathematics. | University of Maryland, College Park. | 2021
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3
Harmonic analysis : proceedings of the international symposium held at the Centre Universitaire de Luxembourg, Sept. 7-11, 1987. 1359
Harmonic analysis : proceedings of the international symposium held at the Centre Universitaire de Luxembourg, Sept. 7-11, 1987. 1359
Pier, Jean-Paul. | Springer-Verlag | 1988
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4
Data Driven Techniques for the Analysis of Oral Dosage Drug Formulations.
Data Driven Techniques for the Analysis of Oral Dosage Drug Formulations.
Cao, Ziyi. | Purdue University. | 2024
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5
Effect of the Voltage Dependency of the Device-Level Gate-source Capacitance in the Linearity of a Common-Gate Amplifier- [electronic resource]
Effect of the Voltage Dependency of the Device-Level Gate-source Capacitance in the Linearity of a Common-Gate Amplifier- [electronic resource]
Garcia, Eduardo A. | Purdue University. | 2022
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6
How to Group: From Time Series to Manifold.
How to Group: From Time Series to Manifold.
Cosentino-Faugere, Romain.Electrical and Computer | Rice University. | 2021
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7
U(R) Phase Retrieval, Local Normalizing Flows, and Higher Order Fourier Transforms.
U(R) Phase Retrieval, Local Normalizing Flows, and Higher Order Fourier Transforms.
Dock, Christopher B.Applied Mathematics and Scient | University of Maryland, College Park. | 2022
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8
L2 Decay of Certain Bilinear Oscillatory Integral Operators.
L2 Decay of Certain Bilinear Oscillatory Integral Operators.
Urheim, Ellen T.Mathematics. | University of Pennsylvania. | 2022
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9
Uniqueness for Continuous Superresolution by Means of Choquet Theory and Geometric Measure Theory.
Uniqueness for Continuous Superresolution by Means of Choquet Theory and Geometric Measure Theory.
Cinoman, Ryan M.Mathematics. | University of Maryland, College Park. | 2021
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10
Diffusion-based Approaches to Visualization and Exploration of High-Dimensional Data.
Diffusion-based Approaches to Visualization and Exploration of High-Dimensional Data.
Gigante, Scott Anthony.Computational Biology and B | Yale University. | 2021
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