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Faculty of Mathematics

 

Career

  • 2011-2024: CATAM Assistant Director, DAMTP, University of Cambridge
  • 2019-2021: Senior Research Associate, DAMTP, University of Cambridge
  • 2006-2011: Director of Studies in Applied Mathematics, Emmanuel College, University of Cambridge
  • 2009-2011: Director of Studies in Mathematics, Hughes Hall, University of Cambridge
  • 1997-2007: Assistant Director of Research, DAMTP, University of Cambridge
  • 1996-2002: Fellow and Director of Studies in Mathematics, Robinson College, University of Cambridge
  • 1994-1997: Senior Research Associate, DAMTP, University of Cambridge
  • 1993-1997: Smith Insitute Research Fellow, DAMTP, University of Cambridge

Research

I am a member of the Department of Applied Mathematics and Theoretical Physics Waves research group. Current research interests include acoustic and electromagnetic wave scattering, in random media and from rough surfaces; and inverse problems in wave scattering and in coastal morphology.

Publications

Reconstruction of rough surfaces from a single receiver at grazing angle
Y Chen, M Spivack, O Rath Spivack
– IET Science Measurement & Technology
(2024)
Propagation in rough waveguides: Forward and inverse problems
M Spivack, OR Spivack
(2024)
Surface profile recovery from electromagnetic field with physics--informed neural networks
Y Chen, C Wang, Y Hui, M Spivack
(2024)
Reconstruction of rough surfaces from a single receiver at grazing angle
Y Chen, M Spivack, OR Spivack
(2023)
Random Scattering by Rough Surfaces with Spatially Varying Impedance
NS Basra, M Spivack, OR Spivack
– Progress In Electromagnetics Research M
(2021)
100,
237
Rough surface reconstruction from phaseless single frequency data at grazing angles
Y Chen, O Rath-Spivack, M Spivack
– Inverse Problems
(2018)
34,
124002
Recovery of rough surface in ducting medium from grazing angle scattered wave
Y Chen, O Rath Spivack, M Spivack
– Journal of Applied Physics
(2018)
124,
084901
Rough surface reconstruction at grazing angles by the iterated marching method
Y Chen, M Spivack
– Journal of the Optical Society of America A
(2018)
35,
504
Efficient boundary integral solution for acoustic wave scattering by irregular surfaces
O Rath-Spivack, M Spivack
– Engineering Analysis with Boundary Elements
(2017)
83,
275
Efficient boundary integral solution for acoustic wave scattering by irregular surfaces
O Rath Spivack, M Spivack
– Engineering Analysis with Boundary Elements
(2017)
83,
275
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Research Groups

Fluid Mechanics
Waves Group

Room

G0.09

Telephone

01223 337861