ProfileOfResearchers

Identified 6

1

TITLE: SYMMETRIC PERIODIC REEB ORBITS ON THE SPHERE
AUTHORS: Abreu, Miguel; Liu, Hui; Macarini, Leonardo;
PUBLISHED: 2024, SOURCE: TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY, VOLUME: 377, ISSUE: 9

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Scopus

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2

TITLE: On contact invariants of non-simply connected Gorenstein toric contact manifolds
AUTHORS: Abreu, Miguel; Macarini, Leonardo; Moreira, Miguel;
PUBLISHED: 2022, SOURCE: MATHEMATICAL RESEARCH LETTERS, VOLUME: 29, ISSUE: 1

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3

TITLE: DYNAMICAL CONVEXITY AND CLOSED ORBITS ON SYMMETRIC SPHERES
AUTHORS: Ginzburg, VL; Macarini, L;
PUBLISHED: 2021, SOURCE: DUKE MATHEMATICAL JOURNAL, VOLUME: 170, ISSUE: 6

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4

TITLE: Transversality for local Morse homology with symmetries and applications Full Text
AUTHORS: Doris Hein; Umberto Hryniewicz; Leonardo Macarini;
PUBLISHED: 2019, SOURCE: MATHEMATISCHE ZEITSCHRIFT, VOLUME: 293, ISSUE: 3-4

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5

TITLE: REMARKS ON LAGRANGIAN INTERSECTIONS IN TORIC MANIFOLDS
AUTHORS: Miguel Abreu; Leonardo Macarini;
PUBLISHED: 2013, SOURCE: TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY, VOLUME: 365, ISSUE: 7

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6

TITLE: Contact homology of good toric contact manifolds
AUTHORS: Miguel Abreu ; Leonardo Macarini;
PUBLISHED: 2012, SOURCE: COMPOSITIO MATHEMATICA, VOLUME: 148, ISSUE: 1

INDEXED IN:

Scopus

WOS

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