Jianliang Qian

Professor

Michigan State University

United States

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Jianliang Qian is a Professor at Michigan State University, USA. His research interests encompass high-dimensional mathematical modeling, computational methods in wave propagation, and the application of tensor algorithms in solving complex scientific problems. Recent articles authored by Professor Qian include studies on tensor algorithms for compressing oscillatory integral operators and high-resolution single-cell genomics architectures.

Articles (17)

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2025

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2025

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2025

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2024

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2024

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2024

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2024

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2024

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2023

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2022

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2022

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2022

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2021

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2021

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2021

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2021

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2020

Collaborators (2)

Yu Zhang

Assistant Professor

Michigan State University

UNITED STATES

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Jiaoyang Li

UNITED STATES

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Jianliang Qian

Research Interests

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Articles (17)

A Linear-Complexity Tensor Butterfly Algorithm for Compressing High-Dimensional Oscillatory Integral Operators

Tensor-FLAMINGO unravels the complexity of single-cell spatial architectures of genomes at high-resolution

High-order accurate adjoint-state methods for three-dimensional high-resolution first-arrival traveltime tomography

Hadamard Integrators for Wave Equations in Time and Frequency Domain: Eulerian Formulations via Butterfly Algorithms

Piecewise Acoustic Source Imaging with Unknown Speed of Sound Using a Level-Set Method

Hadamard integrator for time-dependent wave equations: Lagrangian formulation via ray tracing

Optimal Rate of Convergence in Periodic Homogenization of Viscous Hamilton-Jacobi Equations

Operator-Splitting/Finite Element Methods for the Minkowski Problem

A Fast Butterfly-Compressed Hadamard–Babich Integrator for High-Frequency Helmholtz Equations in Inhomogeneous Media with Arbitrary Sources

Reconstruct high-resolution 3D genome structures for diverse cell-types using FLAMINGO

Liouville partial-differential-equation methods for computing 2D complex multivalued eikonals in attenuating media

Learning rays via deep neural network in a ray-based IPDG method for high-frequency Helmholtz equations in inhomogeneous media

Finite-Element Study of Motion-Induced Eddy Current Array Method for High-Speed Rail Defects Detection

Enhanced pulsed thermoacoustic imaging by noncoherent pulse compression

Ray-illumination compensation for adjoint-state first-arrival traveltime tomography

Eulerian partial-differential-equation methods for complex-valued eikonals in attenuating media

Joint inversion of surface and borehole magnetic data: A level-set approach

Collaborators (2)

Yu Zhang

Jiaoyang Li

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