Dr. Rosa Azami

Dr. Rosa Azami
Assistant Professor / Faculty of Arts and Science - Computer Science and Mathematics - Computer Science
Position
Full-time Faculty
Extension
4051
Website
About
Rosa Azami earned her Bachelor’s degree in Electrical Engineering from Mazandaran University in Iran before moving to South Korea to pursue a Master’s degree at the Image Media Research Center, Korea Institute of Science and Technology (KIST). She later joined the Graphics, Imaging and Games Lab at Carleton University in Ottawa, where she completed her Ph.D. in Computer Science in 2021.
Education
B.Sc., Mazandaran University
M.S., Korea Institute of Science and Technology
Ph.D., Carleton University
Research
  • Research Interests:    Computer Graphics, Computer Vision and Machine Learning 
  • Areas of Specialization:   Visual Computing,  Non Photorealistic Rendering, Image Stylization    
Publications
  • Y.Guan, R.Azami, and O.van Kaick ”Evaluation of Synthesized Shapes Based on Partial Matching” under review at TVCG, 2025
  • R. Azami and D. Mould. ”Artistic Recoloring of Image Oversegmentations,” Graphics Interface, 2021.
  • R. Azami and D. Mould. ”Image Abstraction through Overlapping Region Growth,” Graphics Interface, 2020.
  • R. Azami, L. Doyle, D. Mould. ”Stipple Removal in Extreme-tone Regions,” NPAR, 2019.
  • R. Azami and D. Mould. ”Detail and Color Enhancement in Photo Stylization,” CAe17, 2017.
  • R. Azami, Ig-Jae Kim. ”Automatic Localizing Facial Landmark,” 6th KJMR Workshop, Japan, Okinawa, 2013.
  • H. Babazadeh, G. Domairy, A. Barari, R. Azami, A.G. Davodi. ”Numerical Analysis of Strongly Nonlinear Oscillation Systems Using Hes Max-Min Method” Frontiers of Mechanical Engineering, 2011.
  • R. Azami, D.D. Ganji, H. Babazadeh, A.G. Davodi, S.S. Ganji. ”Hes Max-Min Method for the Relativistic Oscillator and High Order Duffing Equation” International Journal of Modern Physics B, 2009.
  • G. Davodi, D.D. Ganji, R. Azami, H. Babazadeh. ”Application of Improved Amplitude-Frequency Formulation to Nonlinear Differential Equation of Motion” Modern Physics Letters B, 2009.