Books:
* "Symplectic Geometry and Floer Homology" (2016), a comprehensive introduction to symplectic geometry and Floer homology. This book is a valuable resource for graduate students and researchers in the field.
Articles and research papers:
* "Finite type invariants for Lagrangian immersions" (2003), a seminal paper introducing a new approach to the study of Lagrangian immersions.
* "Lagrangian intersections and the Conley conjecture" (2005), a groundbreaking paper that provided a new perspective on the Conley conjecture, a major open problem in symplectic topology.
* "The Conley Conjecture for the Lagrangian Grassmannian" (2017), a paper presenting a major advance towards the proof of the Conley conjecture for the Lagrangian Grassmannian, one of the most important examples of symplectic manifolds.
Other works:
* Manolescu has also published numerous other articles in leading mathematical journals.
* He has been a speaker at prestigious international conferences, including the International Congress of Mathematicians.
* He is actively involved in mentoring and teaching, and he has supervised several doctoral students.
His work has earned him significant recognition in the mathematical community. He received the 2007 Oberwolfach Prize for his groundbreaking contributions to symplectic topology.