Advanced imaging systems; machine vision, computing conformal structures for geometry representations.

Multiple Solutions of Riemann-Type of Functional Equations. information theory; machine and biological vision; medical imaging; real-world applications; discrete Ricci flow;

Journal Articles

    •  Lie Groups Actions on Non Orientable n-Dimensional Complex Manifolds:  (2021) T. Cao-Huu, and Dorin Ghisa. Journal of  Advances in Pure Mathematics. https://m.scirp.org/papers/110256

    •     Hidden Symmetries of Complex Analysis: T. Cao-Huu, and Dorin Ghisa. (2019)  Journal of  Advances in Pure Mathematics, 9,  844-856. https://doi.org/10.4236/apm.2019.910041. Published Oct 15, 2019.  https://www.scirp.org/pdf/APM_2019101415475979.pdf

  •     Hidden Symmetries of Complex Analysis: Tuan Cao-Huu, and Dorin Ghisa. (2019)  Journal of  Advances in Pure Mathematics, 9,  844-856. https://doi.org/10.4236/apm.2019.910041. Published Oct 15, 2019.  https://www.scirp.org/pdf/APM_2019101415475979.pdf

  •    The L-Functions Have Only Simple Non Trivial Zeros. Tuan Cao-Huu and Florin Alan Muscutar. 2016.

           http://arxiv.org/ftp/arxiv/papers/1602/1602.06464.pdf

     •    Multiple Solutions of Riemann-Type of Functional Equations. T. Cao-Huu and D. Ghisa.  February 2016.

           http://arxiv.org/ftp/arxiv/papers/1602/1602.04250.pdf

     •    Invariants of Infinite Blaschke Products. T. Cao-Huu and D. Ghisa.

           MATHEMATICA, Tome 49 (72), No 2, 2007, pp. 139–148. PDF.

•    DOI and fMRI coupling study across scanners. Tuan Cao-Huu Brownell, A.-L. Canales, K. Digital Object Identifier: 10.1109/ LEOS.2007.438228. Lasers and Electro-Optics Society, IEEE, November 2007. -- Availability on line, for a fee, at http://ieeexplore.ieee.org/ . For Copyright reasons, please pay for the IEEE version.
 
     •    fMRI and DOI Non-Rigid Registration with Discrete Curvature Flows and Mutual Information. Tuan Cao-Huu Brownell, A.-L. Lachiver, G. Wong, S. Brownell, G. Digital Object Identifier: 10.1109/LEOS.2007.4382282. IEEE Lasers, Electro-Optics Society, Nov 2007. Availability on line, for a fee, at http://ieeexplore.ieee.org/ . For Copyright reasons, please pay for the IEEE version

     •    DOI and fMRI coupling study across scanners. Tuan Cao-Huu Brownell, A.-L. Canales, K. Digital Object Identifier: 10.1109/ LEOS.2007.438228. Lasers and Electro-Optics Society, IEEE, November 2007. -- Availability on line, for a fee, at http://ieeexplore.ieee.org/ . For Copyright reasons, please pay for the IEEE version.
 
     •    fMRI and DOI Non-Rigid Registration with Discrete Curvature Flows and Mutual Information. Tuan Cao-Huu Brownell, A.-L. Lachiver, G. Wong, S. Brownell, G. Digital Object Identifier: 10.1109/LEOS.2007.4382282. IEEE Lasers, Electro-Optics Society, Nov 2007. Availability on line, for a fee, at http://ieeexplore.ieee.org/ . For Copyright reasons, please pay for the IEEE version -- Or public PDF version available here as   
 
     •    Dianalytic Transformations of Klein Surfaces and their Groups of Invariants. T. Cao-Huu and D. Ghisa, F.Muscutariu. Automation Computers Applied Mathematics. Vol. 15 (2007) No. 1, pp 7-15.
 
     •    GEOMETRY AND ITERATION OF DIANALYTIC TRANSFORMATION. AUTOMATION, COMPUTERS, APPLIED MATHEMATICS Volume 13, Number 1, 2006, ISBN 1221-437. Available also at arxiv.org at Cornell digital library.  

Book Chapters

Mobile Telemedicine: A Computing and Networking Perspective. Tuan Cao-Huu. Published by CRC Press, June 2008. ISBN 1420060465, 9781420060461 -- 440 pages. Web reading possible in a flash format as featured Chapters by CRC press

Other Publications

   Multiple Solutions of Riemann-Type of Functional Equations

•    On-going projects (with Boston collaborators):
Neuro-surgical Navigation
Enhanced Reality Visualization
Constructing 3D Models
Discrete Ricci Flow
Enhanced Reality Visualization
Multi-Modal, Ricci-flow Registration
 
     •    Discrete Surface Ricci flow for Shape Analysis and Geometric Modeling To develop and apply Discrete Surface Ricci Flow theory to various geometry representations to compute conformal structures. Using computed conformal structures, new geometry representation and analysis tools can be developed, which might pave the road for advances in multiple fronts of science and engineering.
 

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