| 2022 | Miranda, Eva and Oms, C{\'e}dric and Peralta-Salas, Daniel: On the singular Weinstein conjecture and the existence of escape orbits for b-Beltrami fields. In: Communications in Contemporary Mathematics, 2022, 2150076 |
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| 2022 | Braddell, Roisin and Kiesenhofer, Anna and Miranda, Eva: b-Structures on Lie groups and Poisson reduction. In: Journal of Geometry and Physics, 175, 2022, 104471 |
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| 2021 | Cardona, Robert and Miranda, Eva and Peralta-Salas, Daniel and Presas, Francisco: Constructing Turing complete Euler flows in dimension 3. In: Proceedings of the National Academy of Sciences, 118, 2021, |
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| 2021 | Mir, Pau and Miranda, Eva: Geometric quantization via cotangent models. In: Analysis and Mathematical Physics, 11, 2021, 1--35 |
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| 2021 | Guillemin, Victor W and Miranda, Eva and Weitsman, Jonathan: On geometric quantization of $$ b\^{} m $$ bm-symplectic manifolds. In: Mathematische Zeitschrift, 298, 2021, 281--288 |
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| 2021 | Cardona, Robert and Miranda, Eva and Peralta-Salas, Daniel and Presas, Francisco: Reeb Embeddings and Universality of Euler Flows. Extended Abstracts GEOMVAP 2019. Birkhäuser, Cham, 2021. 115--120 |
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| 2021 | Miranda, Eva and Oms, C{\'e}dric: The singular Weinstein conjecture. In: Advances in Mathematics, 389, 2021, 107925 |
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| 2021 | Cardona, Robert and Miranda, Eva and Peralta-Salas, Daniel: Turing universality of the incompressible Euler equations and a conjecture of Moore. In: arXiv preprint arXiv:2104.04356, 2021, |
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| 2020 | Miranda Galcer{\'a}n, Eva: Buscando {\'o}rbitas peri{\'o}dicas. In: La Gaceta de la Real Sociedad Matem{\'a}tica Espa{\~n}ola, 23, 2020, 631--654 |
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| 2020 | Mir, Pau and Miranda, Eva: Rigidity of cotangent lifts and integrable systems. In: Journal of Geometry and Physics, 157, 2020, 103847 |
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| 2020 | Miranda, Eva and Scott, Geoffrey: The geometry of $ E $-manifolds. In: Revista Matem{\'a}tica Iberoamericana, 37, 2020, 1207--1224 |
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| 2019 | Braddell, Roisin and Delshams, Amadeu and Miranda, Eva and Oms, C{\'e}dric and Planas, Arnau: An invitation to singular symplectic geometry. In: International Journal of Geometric Methods in Modern Physics, 16, 2019, 1940008 |
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| 2019 | Guillemin, Victor and Miranda, Eva and Weitsman, Jonathan: Desingularizing-symplectic structures. In: International Mathematics Research Notices, 2019, 2019, 2981--2998 |
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| 2019 | Cardona, Robert and Miranda, Eva and Peralta-Salas, Daniel: Euler flows and singular geometric structures (Euler flows and singular geometric structures). In: Philosophical Transactions of the Royal Society A: Mathematical, Physical and Engineering Sciences (Royal Society), 2019, |
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| 2019 | Cardona, Robert and Miranda, Eva: On the volume elements of a manifold with transverse zeroes. In: Regular and Chaotic Dynamics, 24, 2019, 187--197 |
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| 2019 | Cardona, Robert and Miranda, Eva and Peralta-Salas, Daniel and Presas, Francisco: Universality of Euler flows and flexibility of Reeb embeddings. In: arXiv preprint arXiv:1911.01963, 2019, |
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| 2018 | Miranda, Eva and Planas, Arnau: Classification of bm-Nambu structures of top degree. In: Comptes Rendus Mathematique, 356, 2018, 92--96 |
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| 2018 | Guillemin, Victor W and Miranda, Eva and Weitsman, Jonathan: Convexity of the moment map image for torus actions on bm-symplectic manifolds. In: Philosophical Transactions of the Royal Society A: Mathematical, Physical and Engineering Sciences, 376, 2018, 20170420 |
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| 2018 | Miranda, Eva and Planas, Arnau: Equivariant classification of bm-symplectic surfaces. In: Regular and Chaotic Dynamics, 23, 2018, 355--371 |
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| 2018 | Cardona, Robert and Miranda, Eva: Integrable systems and closed one forms. In: Journal of Geometry and Physics, 131, 2018, 204--209 |
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| 2018 | Guillemin, Victor W and Miranda, Eva and Weitsman, Jonathan: On geometric quantization of b-symplectic manifolds. In: Advances in Mathematics, 331, 2018, 941--951 |
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| 2018 | Bolsinov, Alexey and Matveev, Vladimir S and Miranda, Eva and Tabachnikov, Serge: Open problems, questions and challenges in finite-dimensional integrable systems. In: Philosophical Transactions of the Royal Society A: Mathematical, Physical and Engineering Sciences, 376, 2018, 20170430 |
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| 2018 | Bouloc, Damien and Miranda, Eva and Zung, Nguyen Tien: Singular fibres of the Gelfand--Cetlin system on MANI (n). In: Philosophical Transactions of the Royal Society A: Mathematical, Physical and Engineering Sciences, 376, 2018, 20170423 |
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| 2018 | Martinez-Torres, David and Miranda, Eva: Zeroth Poisson homology, foliated cohomology and perfect Poisson manifolds. In: Regular and Chaotic Dynamics, 23, 2018, 47--53 |
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| 2017 | Frejlich, Pedro and Mart{\'\i}nez Torres, David and Miranda, Eva: A note on the symplectic topology of $ b $-manifolds. In: Journal of Symplectic Geometry, 15, 2017, 719--739 |
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| 2017 | Kiesenhofer, Anna and Miranda, Eva: Cotangent models for integrable systems. In: Communications in Mathematical Physics, 350, 2017, 1123--1145 |
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| 2017 | Delshams, Amadeu and Kiesenhofer, Anna and Miranda, Eva: Examples of integrable and non-integrable systems on singular symplectic manifolds. In: Journal of Geometry and Physics, 115, 2017, 89--97 |
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| 2017 | Miranda, Eva and Presas, Francisco and Solha, Romero: Geometric quantization of semitoric systems and almost toric manifolds. In: arXiv preprint arXiv:1705.06572, 2017, |
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| 2017 | Esposito, Chiara and Miranda, Eva: Rigidity of infinitesimal momentum maps. In: Israel Journal of Mathematics, 219, 2017, 757--781 |
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| 2017 | Torres, David Mart{\'\i}nez and Miranda, Eva: Weakly hamiltonian actions. In: Journal of geometry and physics, 115, 2017, 131--138 |
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| 2016 | Kiesenhofer, Anna and Miranda, Eva and Scott, Geoffrey: Action-angle variables and a KAM theorem for b-Poisson manifolds. In: Journal de Math{\'e}matiques Pures et Appliqu{\'e}es, 105, 2016, 66--85 |
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| 2016 | Kiesenhofer, Anna and Miranda, Eva: Noncommutative integrable systems on b-symplectic manifolds. In: Regular and chaotic dynamics, 21, 2016, 643--659 |
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| 2015 | Guillemin, Victor and Miranda, Eva and Weitsman, Jonathan: Desingularizing $ b\^{} m $-symplectic structures. In: arXiv preprint arXiv:1512.05303, 2015, |
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| 2015 | Guillemin, Victor and Miranda, Eva and Pires, Ana Rita and Scott, Geoffrey: Toric actions on b-symplectic manifolds. In: International Mathematics Research Notices, 2015, 2015, 5818--5848 |
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| 2014 | Guillemin, Victor and Miranda, Eva and Pires, Ana Rita and Scott, Geoffrey: Convexity for Hamiltonian torus actions on $ b $-symplectic manifolds. In: arXiv preprint arXiv:1412.2488, 2014, |
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| 2014 | Miranda, Eva: Integrable systems and group actions. In: Open Mathematics, 12, 2014, 240--270 |
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| 2014 | Guillemin, Victor and Miranda, Eva and Pires, Ana Rita: Symplectic and Poisson geometry on b-manifolds. In: Advances in mathematics, 264, 2014, 864--896 |
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| 2013 | Laurent-Gengoux, Camille and Miranda, Eva: Coupling symmetries with Poisson structures. In: Acta Mathematica Vietnamica, 38, 2013, 21--32 |
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| 2013 | Garc{\'\i}a Prada, Oscar and Ginzburg, Viktor and Goldman, William and Miranda, Eva and Mu{\~n}oz, Vicente: GESTA 2011: New Trends in Symplectic and Contact Geometry Preface. In: Geometriae Dedicata, 165, 2013, 1--3 |
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| 2013 | Miranda, Eva and Presas, Francisco: Geometric Quantization of real polarizations via sheaves. In: arXiv preprint arXiv:1301.2551, 2013, |
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| 2013 | Miranda, Eva and Solha, Romero: On a Poincar{\'e} lemma for foliations. Foliations 2012. 2013. 115--137 |
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| 2013 | Frejlich, Pedro and Mart{\'\i}nez Torres, D and Miranda, Eva: Symplectic topology of$\backslash$(b$\backslash$)-symplectic manifolds. In: CRM Preprints, 2013, |
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| 2012 | Miranda, Eva and Monnier, Philippe and Zung, Nguyen Tien: Rigidity of Hamiltonian actions on Poisson manifolds. In: Advances in mathematics, 229, 2012, 1136--1179 |
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| 2012 | Miranda Galcer{\'a}n, Eva: The Hirsch conjecture has been disproved: an interview with Francisco Santos. In: Newsletter of the European Mathematical Society, 2012, |
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| 2011 | Laurent-Gengoux, Camille and Miranda, Eva and Vanhaecke, Pol: Action-angle coordinates for integrable systems on Poisson manifolds. In: International mathematics research notices, 2011, 2011, 1839--1869 |
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| 2011 | Guillemin, Victor and Miranda, Eva and Pires, Ana Rita: Codimension one symplectic foliations and regular Poisson structures. In: Bulletin of the Brazilian Mathematical Society, New Series, 42, 2011, 607--623 |
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| 2011 | Miranda, Eva: From action-angle coordinates to geometric quantization: a round trip. In: Oberwolfach report, Geometric quantization in the non-compact setting, MFO Oberwolfach reports, 2011, |
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| 2010 | Hamilton, Mark D and Miranda, Eva: Geometric quantization of integrable systems with hyperbolic singularities. Annales de l'Institut Fourier. 2010. 51--85 |
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| 2010 | Miranda, Eva: The Clay Public Lecture and Conference on the Poincar{\'e} Conjecture. In: Newsletter of the European Mathematical Society, 2010, |
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| 2009 | Miranda, Eva: Symmetries and singularities in Hamiltonian systems. Journal of Physics: Conference Series. 2009. 012011 |
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| 2007 | Miranda, Eva: Some rigidity results for Symplectic and Poisson group actions. XV International Workshop on Geometry and Physics. 2007. 177--183 |
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| 2006 | Miranda, E and Zung, NT: A note on equivariant normal forms of Poisson structures, Math. In: Research Notes, 13, 2006, 6 |
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| 2005 | Miranda, Eva: A normal form theorem for integrable systems on contact manifolds. 2005, |
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| 2005 | Miranda, Eva and Ngọc, San V{\~u}: A singular Poincar{\'e} lemma. In: International Mathematics Research Notices, 2005, 2005, 27--45 |
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| 2004 | Miranda, Eva and Zung, Nguyen Tien: Equivariant normal form for nondegenerate singular orbits of integrable Hamiltonian systems. Annales scientifiques de l’Ecole normale sup{\'e}rieure. 2004. 819--839 |
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| 2003 | Miranda Galcer{\'a}n, Eva: On symplectic linearization of singular Lagrangian foliations. 2003, |
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| 2003 | Curr{\'a}s-Bosch, Carlos and Miranda, Eva: Symplectic linearization of singular Lagrangian foliations in M4. In: Differential Geometry and its applications, 18, 2003, 195--205 |
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| 2001 | Miranda, Eva: On the symplectic classification of singular Lagrangian foliations. Proceedings of the IX Fall Workshop on Geometry and Physics (Vilanova i la Geltr{\'u}, 2000), Publ. R. R. Soc. Mat. Esp.. 2001. 239--244 |
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