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1
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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2
State Structure and Operator Dynamics in Quantum Many-Body Systems: From S-sourcery to Strong Zero Modes.
State Structure and Operator Dynamics in Quantum Many-Body Systems: From S-sourcery to Strong Zero Modes.
Olund, Christopher Thomas.Physics. | University of California, Berkeley. | 2022
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3
Development and Comparison of Operator Strategy Models.
Development and Comparison of Operator Strategy Models.
Zhu, Haibei.Electrical and Computer Engineering. | Duke University. | 2021
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4
Sequential operator-valued function space integral as L(L₁(R), C (R)) theory
Sequential operator-valued function space integral as L(L₁(R), C (R)) theory
김교열 | 韓南大學校 | 1995
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5
(On the)Normality of hyponormal operators in Hilbert spaces
(On the)Normality of hyponormal operators in Hilbert spaces
이수용 | Kyung Hee Univ. | 1986
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6
Some contributions to toeplitz operators on the Bergman spaces = Bergman 공간 위에 Toeplitz 작용소에 관한 연구
Some contributions to toeplitz operators on the Bergman spaces = Bergman 공간 위에 Toeplitz 작용소에 관한 연구
이영주 | Korea Advanced Institute of Science and Technology | 1994
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7
(A)study on unitary equivalence and co-normality of operators in Hilbert spaces
(A)study on unitary equivalence and co-normality of operators in Hilbert spaces
이수용 | Kyung Hee Univ. | 1992
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8
Renormalization with the Gradient Flow- [electronic resource]
Renormalization with the Gradient Flow- [electronic resource]
Rizik, Matthew David.Physics - Doctor of Philosoph | Michigan State University. | 2023
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9
Machine Learning in Function Spaces- [electronic resource]
Machine Learning in Function Spaces- [electronic resource]
Seidman, Jacob H.Applied Mathematics and Computati | University of Pennsylvania. | 2022
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10
Towards Digital Twins for Cardiovascular Flows: A Hybrid Machine Learning and Computational Fluid Dynamics Approach- [electronic resource]
Towards Digital Twins for Cardiovascular Flows: A Hybrid Machine Learning and Computational Fluid Dynamics Approach- [electronic resource]
Kissas, Georgios.Mechanical Engineering and Applie | University of Pennsylvania. | 2023
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