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TITLE: Stability of the symplectomorphism groups of rational surfaces
AUTHORS: Anjos, Silvia; Li, Jun; Li, Tian Jun; Pinsonnault, Martin;
PUBLISHED: 2023, SOURCE: MATHEMATISCHE ANNALEN, VOLUME: 389, ISSUE: 1

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TITLE: Loops in the fundamental group of Symp(CP2#5(CP)over-bar(2), omega) which are not represented by circle actions
AUTHORS: Anjos, Silvia; Barata, Miguel; Pinsonnault, Martin; Reis, Ana Alexandra;
PUBLISHED: 2022, SOURCE: CANADIAN JOURNAL OF MATHEMATICS-JOURNAL CANADIEN DE MATHEMATIQUES

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TITLE: Loops in the fundamental group of which are not represented by circle actions
AUTHORS: Sílvia Anjos; Miguel Barata; Martin Pinsonnault; Ana Alexandra Reis;
PUBLISHED: 2022, SOURCE: Canadian Journal of Mathematics, VOLUME: 75, ISSUE: 4

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TITLE: The Homotopy Lie Algebra of Symplectomorphism Groups of 3-Fold Blowups of (S-2 x S-2, sigma(std) circle plus sigma(std))
AUTHORS: Silvia Anjos; Sinan Eden;
PUBLISHED: 2019, SOURCE: MICHIGAN MATHEMATICAL JOURNAL, VOLUME: 68, ISSUE: 1

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TITLE: The Homotopy Lie Algebra of Symplectomorphism Groups of 3-Fold Blowups of (S 2 × S 2 , σ std σ std )
AUTHORS: Anjos, S; Eden, S;
PUBLISHED: 2019, SOURCE: Michigan Mathematical Journal, VOLUME: 68, ISSUE: 1

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TITLE: Seidel’s morphism of toric 4-manifolds
AUTHORS: Anjos, S; Leclercq, R;
PUBLISHED: 2018, SOURCE: Journal of Symplectic Geometry, VOLUME: 16, ISSUE: 1

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TITLE: NONCONTRACTIBLE HAMILTONIAN LOOPS IN THE KERNEL OF SEIDEL'S REPRESENTATION
AUTHORS: Anjos, S; Leclercq, R;
PUBLISHED: 2017, SOURCE: PACIFIC JOURNAL OF MATHEMATICS, VOLUME: 290, ISSUE: 2

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