Conferences
  [1] É. Martineau & D. Rochon, On a Bicomplex Distance Estimation for the TetraBrot, June 2004.
  [2] D. Rochon, A Bicomplex Riemann Zeta Function, May 2002.
  [3] D. Rochon, A Bloch Constant for Hyperholomorphic Functions, May 2002.
  [4] S. Tremblay, Bicomplex Shrödinger Equation, May 2005.
  [5] J. Lajoie, M. Martineau & D. Rochon, 3D Fractals, May 2006.
  [6] D. Rochon, Bicomplex Pseudoanalytic Function Theory, September 2007.
  [7] D. Rochon, Normal Families of Bicomplex Holomorphic Functions, September 2008.
  [8] S. Tremblay, Zakharov-Shabat system and hyperbolic pseudoanalytic function theory, September 2008.
  [9] V. Garant-Pelletier, On a generalized Fatou-Julia theorem in multicomplex spaces, September 2008.
  [10] D. Rochon, Bicomplex Functional Analysis, October 2012.
  [11] D. Rochon, The Inverse Iteration Method for Julia Sets in the 3-Dimensional Space, May 2015.
  [12] P.-O. Parisé, Tricomplex Dynamics and generalized Mandelbrot sets, November 2015.
  [13] D. Rochon, On a Tricomplex Distance Estimation for Generalized Multibrot Sets, May 2017.


Posters
  [1] J. Mathieu, L. Marchildon & D. Rochon, The Bicomplex Quantum Hydrogen-like Formalism, June 2012.
  [2] P.-O. Parisé & D. Rochon, The Generalized Mandelbrot Sets over the Tricomplex Spaces, December 2015.
  [3] P.-O. Parisé & D. Rochon, POLYÈDRES, POLYGONES ET ENSEMBLES DE MANDELBROT, March 2016.
  [4] H. Moreau & D. Rochon, Les nombres premiers hyperboliques et la conjecture de Goldbach, March 2016.


Masters Thesis Supervised by Prof. D. Rochon
  [1] É. Martineau, Borne de la distance à l'ensemble de Mandelbrot généralisé, UQTR, Masters Thesis, December 2004. (in French)
  [2] J. Lajoie, La géométrie fractale, UQTR, Masters Thesis, June 2006. (in French)
  [3] R. Gervais Lavoie, Oscillateur harmonique quantique dans un espace de Hilbert bicomplexe et algèbre linéaire bicomplexe, UQTR, Masters Thesis, September 2010. (in French)
  [4] V. Garant-Pelletier, Ensembles de Mandelbrot et de Julia remplis classiques, généralisés aux espaces multicomplexes et théorème de Fatou-Julia généralisé, UQTR, Masters Thesis, March 2011. (in French)
  [5] C. Matteau, La méthode d'itération inverse pour les ensembles de Julia du plan et de l'espace tridimensionnel, UQTR, Masters Thesis, January 2014. (in French)
  [6] H. Moreau, La représentation des nombres premiers hyperboliques dans le plan, UQTR, Masters Thesis, April 2017. (in French)
  [7] P.-O. Parisé, Les ensembles de Mandelbrot tricomplexes généralisés aux polynômes η^p + c, Masters Thesis, UQTR, June 2017. (in French)

 

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