Maridakis Manousos

Maridakis Manousos is an Assistant Professor at Aristotle University of Thessaloniki. He holds a PhD in Mathematics from Michigan State University (2014) and has held positions including Postdoctoral Researcher (Hill Assistant Professor) at Rutgers University (2014–2017). His research focuses on Global Analysis, Analysis on Manifolds, and Differential Geometry, with notable contributions to geometric analysis and nonlinear PDEs.

Education:

• PhD in Mathematics, Michigan State University, 2014
• Master of Advanced Study, Cambridge University, 2006
• Master's degree in Mathematics, University of Crete, 2005
• Bachelor's degree in Mathematics, University of Crete, 2003

Research Interests: His work bridges geometric analysis and mathematical physics, particularly Dirac operators, spin geometry, and applications of gradient inequalities in gauge theory. Recent studies include the Łojasiewicz–Simon gradient inequalities in Banach spaces and Yang–Mills energy functions.

Publications: Highlights include foundational work on concentration principles for Dirac operators and collaborative studies on geometric flows, published in high-impact journals like Transactions of the AMS and Crelle’s Journal.