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Maksim Kitsak's Home Page

Curriculum Vitae Research Publications Talks Teaching Funding

Northeastern University, 2016


Maksim Kitsak
Ph.D. in Physics

Research Assistant Professor
Department of Physics
Network Science Institute
Northeastern University

Adjunct Lecturer
Department of Mathematics
Northeastern University

Skype: mkitsak
Office: 228

Phone: +1 (857) 869-5102
E-mail: maksim.kitsak (at) google
Network Science Institute
Northeastern University
177 Huntington ave, #228
Boston, MA, 02115 USA



  • 10/26/2018: A new paper in collaboration with Amitabh Sharma is now published by Scientific Reports, DOI.
  • 08/21/2018: My interview with Igor Linkov at the Lab @ DC is now available as a podcast.
  • 06/23/2018: Honored to join the editorial board of Scientific Reports. Looking forward to editing your manuscripts!
  • 05/01/2018: Congratulations to William Cunningham on the successful defense of his Ph.D. thesis!
  • 03/03/2018: HELLO WORLD!!! My son, Benjamin Kitsak, is born on March 3rd, 2018!
  • 01/22/2018: My paper entitled Stability of a Giant Connected Component in a Complex Network is now published in Phys. Rev. E DOI, arXiv.
  • 12/21/2017: A new paper is published by Science Advances: Resilience and efficiency in transportation networks, DOI.
  • 09/12/2017: Another proposal Latent structure and dynamics of big data is funded by the Natonal Science Foundation.
  • 08/18/2017: My proposal titled Link Prediction and Community Inference in Networks using Latent Geometry has been funded by the Army Research Office. Stay tuned for hiring updates!
  • 08/03/2017: A book chapter Towards a Generic Resilience Management, Quantification and Development Process
    is now published as part of the Resilience and Risk Conference Proceedings DOI.
  • 03/08/2017: My paper entitled Latent Geometry of Bipartite Networks is now published in Phys. Rev. E. DOI arXiv.
  • 10/17/2016: My paper titled Tissue Specificity of Human Disease Module is now published in Scientific Reports. DOI
  • 06/25/2016: My proposal titled Latent Geometry of Random Simplicial Complexes has been approved for funding by the Army Research Office.

Last Updated: October 2018