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Dive into the research topics where Michael Siegel is active. These topic labels come from the works of this person. Together they form a unique fingerprint.
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Collaborations and top research areas from the last five years
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Flows about grooved superhydrophobic surfaces
Yariv, E. (PI) & Siegel, M. (CoPI)
United States-Israel Binational Science Foundation
1/1/20 → …
Project: Research project
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Flows about grooved superhydrophobic surfaces
Yariv, E. (PI) & Siegel, M. (CoPI)
1/1/20 → …
Project: Research project
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Conference: Conference on Frontiers in Applied and Computational Mathematics (FACM 2023): New trends in computational wave propagation and imaging
Siegel, M. (PI) & Boubendi@njitedu, Y. B. (CoPI)
5/15/23 → 4/30/24
Project: Research project
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Conference: Conference on Frontiers in Applied and Computational Mathematics (FACM 2023): New trends in computational wave propagation and imaging
Siegel, M. (PI) & Boubendi@njitedu, Y. B. (CoPI)
5/15/23 → 4/30/24
Project: Research project
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Numerical Methods and Analysis for Interfacial Flow with Ionic Fluids and Surfactants
Siegel, M. (PI) & Booty@njitedu, M. R. B. (CoPI)
8/1/19 → 7/31/24
Project: Research project
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Exact Periodic Solutions of the Generalized Constantin–Lax–Majda Equation With Dissipation
Silantyev, D. A., Lushnikov, P. M., Siegel, M. & Ambrose, D. M., Sep 2025, In: Studies in Applied Mathematics. 155, 3, e70115.Research output: Contribution to journal › Article › peer-review
1 Link opens in a new tab Scopus citations -
On the stability of an in-line formation of hydrodynamically interacting flapping plates
Nitsche, M., Oza, A. U. & Siegel, M., Jun 16 2025, In: Journal of Fluid Mechanics. 1013, A14.Research output: Contribution to journal › Article › peer-review
Open Access4 Link opens in a new tab Scopus citations -
Global existence and singularity formation for the generalized Constantin-Lax-Majda equation with dissipation: the real line vs. periodic domains
Ambrose, D. M., Lushnikov, P. M., Siegel, M. & Silantyev, D. A., Feb 1 2024, In: Nonlinearity. 37, 2, 025004.Research output: Contribution to journal › Article › peer-review
3 Link opens in a new tab Scopus citations -
CONVERGENCE OF THE BOUNDARY INTEGRAL METHOD FOR INTERFACIAL STOKES FLOW
Ambrose, D. M., Siegel, M. & Zhang, K., Mar 2023, In: Mathematics of Computation. 92, 340, p. 695-748 54 p.Research output: Contribution to journal › Article › peer-review
3 Link opens in a new tab Scopus citations -
Jeffery's paradox for the rotation of a single ‘stick–slip’ cylinder
Siegel, M. & Yariv, E., Aug 2023, In: Mechanics Research Communications. 131, 104154.Research output: Contribution to journal › Article › peer-review
3 Link opens in a new tab Scopus citations
Press/Media
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Spyre Therapeutics soars 48% in 2025, outperforming 82% of the market
12/12/25
1 item of Media coverage
Press/Media: Press / Media
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