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Shahroud Azami

Associate Professor

Update: 2025-01-15

Shahroud Azami (Faculty Member)

Faculty of Basic Sciences / Pure Mathematics

Master Theses

  1. Volume comparison results and applications to degeneration of Riemannian metrics
    Sakineh Haji aghasi 2021
  2. backward uniqueness for the conformal ricci flow
    Mina Dadrass 2020
  3. Gradient estimates on the weighted p-Laplace heat equation
    Ghazal Sadeghi Dovaji 2019
  4. Einstein flow and cosmology
    Mahdieh Golbashmanimoghaddam 2019
  5. Ricci flow on Discrete surfaces
    Gita Safari 2019
  6. the lower and upper of the first eigenvalues for the laplace operator on finsler manifolds
    Soheil Najd ghorbani 2019
  7. On the Randers metrics on two-step homogenerous nilmanifolds of dimension five
    Fatemeh Heydarian 2018
  8. Teichmüller space for hyperk?hler and symplectic structures
    Mostafa Bagan 2018
  9. Ricci solitons on three - dimensional eta-Einstein almost Kenmotsu manifolds
    Masoomeh Khalili 2018
  10. Slant Riemannian submersions from Sasakian manifolds
    Mohsen Ghafari 2017

  11. Seyyed Ammar Qavami Mirmahalleh 2017

  12. Rostam Iar ke salkhori 2016

  13. Masoumeh Teimouri 2015

  14. Parisa Jafar begloo 2015

  15. Masumeh Namvar khalili deh 2015

  16. Shokofeh Arshidar 2015