Researchers



Results 1-11 of 11
Issue DateTitleAuthor(s)TypeМp-cat.
2026Symplectic circle actions on manifolds with contact type boundaryMarinković, Aleksandra  ; Niederkrüger-Eid, KlausArticle
22M22
2025On contact 3‐manifolds that admit a nonfree toric actionMarinković, Aleksandra  ; Starkston, LauraArticle
21M21
2025Weinstein Handlebodies for Complements of Smoothed Toric DivisorsAcu, Bahar; Capovilla-Searle, Orsola; Gadbled, Agnès; Marinković, Aleksandra  ; Murphy, Emmy; Starkston, Laura; Wu, AngelaArticle
21a+M21a+
2025Concave symplectic toric fillingsMarinković, Aleksandra  Article
21aM21a
2023Examples of Weinstein Domains in the Complement of Smoothed Total Toric DivisorsMarinkovic, Aleksandra Z  Article
21aM21a
2021An Introduction to Weinstein Handlebodies for Complements of Smoothed Toric DivisorsAcu, Bahar; Capovilla-Searle, Orsola; Gadbled, Agnès; Marinković, Aleksandra  ; Murphy, Emmy; Starkston, Laura; Wu, AngelaBook parts
Mp. category will be shown later
2019On properties of Bourgeois contact structuresLisi, Samuel; Marinkovic, Aleksandra Z  ; Niederkruger, KlausArticle
22M22
2017Contact blow up and cylindrical contact homology of toric contact manifolds of Reeb typeMarinkovic, Aleksandra  Article
24M24
2016Symplectic fillability of toric contact manifoldsMarinković, Aleksandra  Article
22M22
2016On displaceability of pre-Lagrangian toric fibers in contact toric manifoldsMarinković, Aleksandra  ; Pabiniak, M.Article
22M22
2015Every Symplectic Toric Orbifold is a Centered Reduction of a Cartesian Product of Weighted Projective SpacesMarinković, Aleksandra  ; Pabiniak, MilenaArticle
21aM21a