Journals

    • Analysis of Noisy Digital Contours with Adaptive Tangential Cover
      P. Ngo, I. Debled-Rennesson, B. Kerautret
      Journal of Mathematical Imaging and Vision
    • Discrete rigid registration: A local graph-search approach
      P. Ngo, Y. Kenmochi, A. Sugimoto, H. Talbot and N. Passat
      Discrete Applied Mathematics, Vol. 216 (2): 461-481, 2017
    • On 2D constrained discrete rigid transformations
      P. Ngo, Y. Kenmochi, N. Passat and H. Talbot
      Annals of Mathematics and Artificial Intelligence, Vol. 75(1-2): 163-193, 2015
    • Topology-preserving rigid transformation of 2D digital images
      P. Ngo, Y. Kenmochi, N. Passat and H. Talbot
      IEEE Transaction Image Processing, Vol. 23(2): 885-897, 2014
    • Topology-preserving conditions for 2D digital images under rigid transformations
      P. Ngo, N. Passat, Y. Kenmochi and H. Talbot
      Journal of Mathematical Imaging and Vision, Vol. 49(2): 418-433, 2014
    • Digital shapes, digital boundaries and rigid transformations: A topological discussion
      Y. Kenmochi, P. Ngo, N. Passat and H. Talbot
      Actes des rencontres du CIRM, Vol. 3(1): 195-201, 2013
    • Combinatorial structure of rigid transformations in 2D digital images
      P. Ngo, Y. Kenmochi, N. Passat and H. Talbot
      Computer Vision and Image Understanding, Vol. 117(4): 393-408, 2013

Conference proceedings

    • An algorithm to decompose noisy digital contours
      P. Ngo, H. Nasser, I. Debled-Rennesson and B. Kerautret
      In RRPR 1st, Cancun, Mexico, Dec 2016
    • A discrete approach for decomposing noisy digital contours into arcs and segments
      P. Ngo, H. Nasser I. Debled-Rennesson
      In ACCV Workshop, Taipei, Taiwan, Nov 2016
    • Adaptive tangential cover for noisy digital contours
      P. Ngo, H. Nasser, I. Debled-Rennesson and B. Kerautret
      In DGCI 19th, Nantes, France, April 2016
    • Efficient Dominant Point Detection Based on Discrete Curve Structure
      P. Ngo, H. Nasser and I. Debled-Rennesson
      In IWCIA 17th, Kolkata, India, November 2015
    • Efficient Neighbourhood Computing for Discrete Rigid Transformation Graph Search
      Y. Kenmochi, P. Ngo, H. Talbot and N. Passat
      In DGCI 18th, Siena, Italy, September 2014
    • Discrete rigid transformation graph search for 2D image registration
      P. Ngo, A. Sugimoto, Y. Kenmochi, N. Passat and H. Talbot
      In PSIVT Workshops, Guanajuato, México, October 2013
    • Well-composed images and rigid transformations
      P. Ngo, N. Passat, Y. Kenmochi and H. Talbot
      In ICIP 20th, Melbourne, Australia, Septembre 2013
    • Sufficient conditions for topological invariance of 2D images under rigid transformations
      P. Ngo, Y. Kenmochi, N. Passat and H. Talbot
      DGCI 17th, Sevilla, Spain, March 2013
    • Combinatorial properties of 2D discrete rigid transformations under pixel-invariance constraints
      P. Ngo, Y. Kenmochi, N. Passat and H. Talbot
      IWCIA 15th, Austin, Texas, USA, November 2012

Technical Reports

    • Exact Comparison of Quadratic Irrationals
      P. Ngo, Y. Kenmochi and H. Talbot
      ESIEE March 2011

Talks

    • Structure discrète des courbes bruités: Couverture tantentielle adaptative et applications en analyse d'image
      Seminar. Labri, Université de Bordeaux, Mai 2016
    • Transformations rigides discrètess: Théorie et applications en traitement d'images
      Seminar. Adagio, Université de Loraine, Mai 2016
    • Préservation topologique des images numériques 2D par transformations rigides
      Oral presentation. GDR IM, geodis. Paris, June 2013
    • Structure combinatoire des transformations rigides sur Z2
      Seminar. LAMA, Université de Savoie. Chambéry, June 2013
    • Combinatorial Properties of Rigid Transformations for 2D Digital Images
      Poster. SubTile. Marseille, January 2013
    • Combinatorial structure for rigid transformations in 2D digital images
      GDR IM, geodis (Clermont-Ferrand, Octobre 2011), and Séminaire de l'équipe A3SI du LIGM (Paris, Avril 2012)
    • Efficient Exact Computation for Incremental Discrete Rotation using Continued Fraction
      Demonstration. DGCI. Nancy, March 2011

PhD thesis

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