About

Masoud Yari is currently an assistant professor at the school of Engineering and Computing Sciences, Texas A&M University-Corpus Christi (TAMUCC). Before joining TAMUCC, he was a researcher at Indiana University, Bloomington.

 

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Research

Nonlinear partial differential equations (PDEs), bifurcation analysis, and dynamic phase transition theory with applications in life sciences:

  • Vegetation Formation and desertification
  • Aggregation in mobile species
  • Formation of Microtubules
  • Cardiovascular Calcification
  • Inhibitor-Activator Systems
  • Pattern formation in fluids and laser

Publications

2015

  • Transition of Patterns in the Cell-Chemotaxis System with Proliferation Source; Nonlinear Analysis: Theory, Methods & Applications, 117 , 124-132. doi

2014 

  • Phase Transition Analysis of the Dynamic Instability of Microtubules, Nonlinearity 27 (2014) 2165; (with S. Yarahmadian). doiarxiv

2012

  • Dynamic Bifurcation of the Periodic Swift-Hohenberg Equation, Bull. Korean Math Soc, 49:5  (2012)  923-937; (with J. Han). doi , ICMS

2010

  • Transitions and Heteroclinic Cycles in the General Gierer-Meinhardt Equation and Cardiovascular Calcification Model, Nonlinear Analysis, 73  (2010)  1160-1174. doi, RG

2009

  • Dynamic Bifurcation of the Complex Swift-Hohenberg Equation, DCDS-B, 11:4 (2009)  875-891; (with J. Han). doi
  • Dynamical Transitions of Turing Patterns, Nonlinearity 22  (2009)  601-626; (with H. Kaper and S. Wang). doi, ANL

2007

  • Attractor Bifurcation and Final Patterns of the N-Dimensional Swift-Hohenberg Equations, DCDS-B, 7:2  (2007)  441-456. doi , arxiv

Teaching

 

For Students

Courses Taught

Fall 2015

  • Introduction to Problem Solving with Computers I:  Lectures, assignments, and other materials are posted on Blackboard.

Spring 2014

  • Linear Algebra
  • Calculus I

Fall 2013

  • Calculus III
  • Calculus I

Spring 2012

  • Analysis III
  • Complex Analysis for Engineers

Fall 2011

  • ODE and DE  for Statistics majors
  • ODE for Engineer and Science Majors
  • PDE

Spring 2011

  • Mathematics Software
  • Differential Geometry for Civil Engineers