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Papers
Appeared: Peer-Reviewed and Invited Papers
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Structure enhancement diffusion and contour
extraction for electron tomography of
mitochondria
Carlos Bazan,
Michelle Miller, and Peter
Blomgren. Journal of Structural
Biology, vol.166, issue 2, pp.144-155; May,
2009. [10.1016/10.1016/j.jsb.2009.02.009]
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Recent advances in 2+1-dimensional
simulations of the pattern-forming Kuramoto–Sivashinsky
equation.
Peter Blomgren, Antonio
Palacios, and Scott
Gasner. Mathematics and Computers in
Simulation, vol.79, issue 6, pp.1810-1823; February,
2009. [10.1016/j.matcom.2008.10.005]
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Spatial Focusing and Intersymbol Interference
in Multiple-Input/Single-Output Time Reversal Communication
Systems.
Peter Blomgren,
Persefoni Kyritsi, Arnold Kim, and George
Papanicolaou. IEEE Journal of
Oceanic Engineering, vol.33, issue 3, pp.341-355; July,
2008. [10.1109/JOE.2008.925083]
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Noise-Induced Intermittency in Cellular
Pattern-Forming Systems.
Scott
Gasner, Peter Blomgren, and Antonio
Palacios. International Journal of
Bifurcation and Chaos, vol.17, no.8, pp.2765-2779; August,
2007. [10.1142/S0218127407018749]
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Bifurcation Analysis of Bubble Dynamics in
Fluidized Beds.
Peter Blomgren,
Antonio Palacios, Bing Zhu, Stuart Daw, Charles Finney, John Halow,
and Sreekanth Pannala. Chaos: An
Interdisciplinary Journal of Nonlinear Science, 27 March
2007. [10.1063/1.2712309]
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Bifurcation Analysis of Hopping Behavior in
Cellular Pattern-Forming Systems
Systems.
Antonio Palacios, Peter
Blomgren, and Scott
Gasner. International Journal of
Bifurcation and Chaos, vol.17, no. 2, February 2007.
[10.1142/S0218127407017380]
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Noise-Induced Intermittent Cellular Patterns
on Circular Domains.
Peter
Blomgren, Scott Gasner, and Antonio
Palacios. Physical Review E,
vol.74, issue 4, October 2006. [10.1103/PhysRevE.74.045202]
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Stable second-order scheme for integrating
the Kuramoto-Sivanshinsky equation in polar coordinates using
distributed approximating
functionals.
Peter Blomgren, Scott
Gasner, and Antonio Palacios.
Physical Review E, vol.72, issue 3,
September, 2005. [10.1103/PhysRevE.72.036701]
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Hopping Behavior in the Kuramoto-Sivashinsky
Equation.
Peter Blomgren, Scott
Gasner, and Antonio Palacios.
Chaos: An Interdisciplinary Journal of
Nonlinear Science, volume 15; March 28, 2005.
[10.1063/1.1848311]
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Modular Solvers for Constrained Image
Restoration Problems Using the Discrepancy Principle.
Peter Blomgren, and Tony F. Chan.
Numerical Linear Algebra with
Applications, vol.5, issue 5, pp.347-358; June 5, 2002.
[10.1002/nla.278]
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Super-Resolution in Time-Reversal
Acoustics.
Peter Blomgren, George
Papanicolaou, and Hongkai Zhao.
Journal of the Acoustical Society of
America, vol.111, issue 1, pp.230-248; January
2002. [10.1121/1.1421342]
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Variational PDE Models and Methods for Image
Processing.
Peter Blomgren, Tony
F. Chan, Pep Mulet, Luminita Vese, and Wing-Lok Wan.
Numerical Analysis 1999, volume 420
of Research Notes in Mathematics,
pages 43-67. Chapman & Hall / CRC, 2000.
[non-doi link]
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Color TV: Total Variation Methods for
Restoration of Vector Valued
Images.
Peter Blomgren and Tony
F. Chan.
IEEE Transactions on Image
Processing, vol.7, issue 3, pp.304-309; March,
1998. [10.1109/83.661180]
Appeared: Proceedings
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Adaptive finite element method for image
processing.
Carlos Bazan, and
Peter Blomgren.
Proceedings of the COMSOL Multiphysics
Conference 2005 Boston. ISBN: 0-9766792-0-5.
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Total Variation Image Restoration: Numerical
Methods and Extensions.
Peter
Blomgren, Tony F. Chan, Pep Mulet, and C.K. Wong.
Proceedings of the 1997 IEEE International
Conference on Image Processing, vol III of III pp 384-387.
[10.1109/ICIP.1997.632128]
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Spatially Adaptive Local Feature-Driven Total
Variation Minimizing Image
Restoration.
David M. Strong,
Peter Blomgren, and Tony
F. Chan. Proceedings of The
International Society of Photo-Optical Instrumentation Engineers,
SPIE, vol 3167, Statistical and
Stochastic Methods in Image Processing II, pp 222-233.
[non-doi link]
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Extensions to Total Variation
Denoising.
Peter Blomgren, Tony
F. Chan, and Pep Mulet.
Proceedings of The International Society of
Photo-Optical Instrumentation Engineers, SPIE , vol
3162, Advanced Signal Processing:
Algorithms, Architectures, and Implementations VII, pp
267-375. [non-doi link]
Appeared: Theses
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Total Variation Methods for Restoration of
Vector Valued Images.
Peter
Blomgren.
Dissertation, Department of
Mathematics, University of California, Los Angeles. June 1998.
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A Renormalization Technique for Families with
Flat Maxima.
Peter
Blomgren.
M.Sc. Thesis, Department of
Mathematics, Royal Institute of Technology, Stockholm,
Sweden. August 1994.
Under Review or In Preparation
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Image Smoothing and Edge Detection by
Nonlinear Diffusion and Bilateral Filter.
Carlos Bazan,
and Peter Blomgren.
submitted.
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Total-Variation Based Image and Structure
Enhancement for Electron Tomography.
Carlos Bazan,
and Peter Blomgren.
submitted.
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Parameter-Free Adaptive Total-Variation Based
Noise Removal and Edge Strengthening for Mitochondrial Structure
Extraction.
Peter Blomgren, and Carlos
Bazan. submitted.
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