Annexe 4 - Produits et activités de la recherche ANNEXE 4 - Produits et activités de la recherche En cohérence avec les données chiffrées de l’onglet 4 du fichier Excel « Données du contrat en cours », on remplira ce document destiné à l’évaluation du critère 1 du référentiel de l’évaluation « Produits et activités de la recherche », pour l’ensemble de l’unité et pour chaque équipe / thème. CAMPAGNE D’ÉVALUATION 2020-2021 VAGUE B Equipe I : Géométrie et Topologie Nom de l’équipe : Géométrie et Topologie Responsable d’équipe pour le contrat en cours : Gaël Meigniez Responsable d’équipe pour le contrat à venir : I - PRODUCTION DE CONNAISSANCES ET ACTIVITÉS CONCOURANT AU RAYONNEMENT ET À L’ATTRACTIVITÉ SCIENTIFIQUE DE L’UNITÉ ET DE CHAQUE ÉQUIPE / THÈME 1- Journaux / Revues Articles scientifiques (90) 1. Baird P., Ghandour E., Biconformal equivalence between 3-dimensional Ricci solitons, à paraître, Tohoku Math. J. 2. Baird P., Ghandour E., A class of analytic pairs of conjugate functions in dimension three, Advances in Geometry, 19 (3) 421-433 (2019). 3. Baird P., Wehbe M., An integral formula for a class of biharmonic maps from Euclidean 3- space, Differential Geometry and its Applications, 60, 190-201 (2018). 4. Baird P., Ou Y-L., Biharmonic conformal maps in dimension four and equations of Yamabe- type, Journal of Geometric Analysis 28 (4) 3892-3905 (2018). 5. Baird P., Fardoun A., Ouakkas S., Biharmonic maps from biconformal deformations with respect to isoparametric functions, Differential Geometry and its Applications, 50 155-166 (2017). 6. Baird P., Eastwood M. G., On functions with a conjugate, Annales de l'Institut Fourier, 65 (1), 277-314 (2015). 7. Banos B., Roubtsov V. N., Roulstone I., Monge-Ampère structures and the geometry of incompressible flows, J. Phys. A 49 (2016), no. 24, 244003, 17 pp. Campagne d’évaluation 2020-2021 - Vague B Département d’Évaluation de la Recherche 1 Annexe 4 - Produits et activités de la recherche 8. Barre S.; Pichot M., On the isomorphism types of Moebius-Kantor complexes J. Geom. (2019) 110:51 9. Barre S.; Pichot M., Aut(F2) puzzles. Geom. Dedicata 199 (2019), 225-246. 10. Barre S. ; Pichot M., "La propriété de décroissance rapide pour le groupe de Wise." (French) [The rapid decay property for the Wise group] Ann. Inst. Fourier (Grenoble) 65 (2015), no. 2, 70--724. 11. Benyounes M., Loubeau E, Pantilie R., Harmonic morphisms and moment maps on hyper- Kahler manifolds, Manuscripta Mathematica, 153, No.3-4, 373-388 (2017). 12. Benyounes M., Loubeau E., Wood C. M., Harmonic vector fields on space forms, Geometriae Dedicata, 177, No.1, 323-352 (2015). 13. Borthwick J., Maximal Kerr-de Sitter spacetimes, Classical Quantum Gravity 35 (2018), 21, 215006, 38 pp. 14. Deschamps G. Twistor space of a generalized quaternionic manifold. To appear in: Proceedings -Mathematical Sciences. 15. Deschamps G., Le Du N., Mourougane C., Hessian on the natural hermitian form on twistor spaces, Bulletin de la SMF, 145, (1), 1-27 (2017). 16. Deschamps G. Espace de twisteurs des structures complexes généralisées, Mathematische Zeitschrift, 279, Issue 3-4, 703-721 (2015). 17. Deschamps G., Loubeau E. and R. Pantilie. Harmonic maps ans twistorial structures. To appear in Mathematika. 18. Dethloff, G., Tan, T.V.: Holomorphic curves into algebraic varieties intersection moving hypersurface targets. Acta Math. Vietnam. 45, pp. 291-308 (2020) 19. Dethloff, G., Ha, P.H. and Thoan, P.D.: Ramification of the Gauss map of complete minimal surfaces in Rm on annular ends. Colloquium Mathematicum 142, pp. 149-167 (2016). 20. Dethloff, G., Thai, D.D. and Trang, P.N.T.: Normal families of meromorphic mappings of several complex variables for moving hypersurfaces in a complex projective space. Nagoya Math. J. 217, pp. 23-59 (2015). 21. Fardoun A., Montaldo S., Ratto A. Weakly biharmonic maps from the ball to the sphere, (With S. Montaldo and A. Ratto) accepted for publication in the journal Geometriae Dedicata. (2019) 22. Fardoun A., Regbaoui R., Compactness Properties for Geometric Fourth order Elliptic Equations with Application to the Q-curvature flow, Journal für die reine und angewandte Mathematik (Journal de Crelle) 734, 229-264 (2018). 23. Gallardo L., A real eigenvector of Circulant matrices and a conjecture of Ryser, Appl. Math. E-Notes, 20, 155--157 (2020). 24. Gallardo L., Ryser's conjecture under eigenvalue conditions, Math. Commun. 24, 2, 233--242 (2019). 25. Gallardo L., Rahavandrainy O., On Mersenne polynomials over F2, Finite Fields Appl. 59, 284- 296 (2019). 26. Gallardo L., Rahavandrainy, O., Characterization of sporadic perfect polynomials over F2, Funct. Approx. Comment. Math. 55, 1, 7-21 (2016). 27. Gallardo L., Rahavandrainy, O., There are finitely many even perfect polynomials over Fp with p+1 irreducible divisors, Acta Math. Univ. Comenian. (N.S.) 85, 2, 261-275 (2016). 28. Gallardo L., A property of the period of a Bell number modulo a prime number, Appl. Math. E-Notes 16, 72-79 (2016). 29. Gallardo L., New duality operator for complex circulant matrices and a conjecture of Ryser, Electron. J. Combin. 23, 1, Paper 1.59, 10 pp. (2016). 30. Ngoc Phu Ha, Modified trace from pivotal Hopf G-coalgebras, Articles in press, Journal of Pure and Applied Algebra (2019). 31. Ngoc Phu Ha, A Hennings type invariant of 3-manifolds from a topological Hopf superalgebra, Articles in press, Quantum Topology (2019). 32. Ngoc Phu Ha, Topological invariants from quantum group mathcal Uξsl (2/ 1) at roots of unity, Abh. Math. Semin. Univ. Hambg. (2018) 88--163. 33. Fichou, G., Huisman, J., Mangolte, F., Monnier, J.-Ph., Fonctions regulues, J. Reine Angew. Math 718, 103-151 (2016). 34. Candau, M., Gautier, R., Huisman, J., Convolutional block codes with cryptographic properties over the semi-direct product Z/N x Z/M. Des. Codes Cryptogr. 80, 2, 395-407 (2016). 35. Candau, M., Gautier, R., Huisman, J., Non-commutative convolutional codes over the infinite dihedral group, Int. J. Inf. Coding Theory 3, 1, 1-14 (2015). Campagne d’évaluation 2020-2021 - Vague B Département d’Évaluation de la Recherche 2 Annexe 4 - Produits et activités de la recherche 36. Alvarez S., Hussenot N., Singularities for analytic continuations of holonomy germs of Riccati foliations, Ann. Inst. Fourier (Grenoble) 66 (2016), no. 1, 331--376. 37. Josse A., Pène F.: On the Halphen transform of algebraic space curves. Communications in Algebra 45, No 2 (2017), 606-620. 38. Josse A., Pène F.: On caustics by reflection of algebraic surfaces. Advances in Geometry 16, No 4 (2016), 437-464. 39. Josse A., Pène F.: On the class of caustics by reflection. Annali della Scuola Normale Superiore di Pisa, Classe di Scienze, XIV (2015), No 3, 881-906. 40. Le G., An explicit estimate on multiplicity truncation in the degenerated Second Main Theorem. Houston J. Math. 42 (2016), pp. 447-462. 41. Le G., Schmidt's subspace theorem for moving hypersurface targets. Interntl. J. Number Theory 11 (2015), pp. 139-158. 42. Levasseur T., Stafford J.T., Higher symmetries of power of the Laplacian and rings of differential operators, Compositio Mathematica 153, 678-716 (2017). 43. Fetcu D., Loubeau E. et Oniciuc C, Bochner-Simons formulas and the rigidity of biharmonic submanifolds. To appear in The Journal of Geometric Analysis 44. Loubeau E. et Markellos M. The biharmonic homotopy problem for unit vector fields on 2-tori, to appear in Ann. Mat. Pura Appl. 45. Benyounes M., Loubeau E. et Pantilie R., Harmonic morphisms and moment maps on hyper- Kähler manifolds. Manuscripta Mathematica 153, 3‚4, 373-388 (2017). 46. Fetcu D., Loubeau E. et Oniciuc C., Biharmonic tori in spheres. Diff Geom. Appl. 54, Part A, 208-225 (2017). 47. Loubeau E. et C. Oniciuc. Constant Mean Curvature proper-biharmonic surfaces of constant Gaussian curvature in spheres. J. Math. Soc. Japan 68, 3, 997-1024 (2016). 48. Loubeau E. et E. Vergara. The harmonicity of nearly cosymplectic structures. Transactions AMS 367, 5301-5327 (2015). 49. Benyounes M., Loubeau E. et C. M. Wood. Harmonic Vector Fields on Space Forms. Geometria Dedicata 177-1, 323-352 (2015). 50. Fernos T., Lecureux J., Matheus F., Random Walks and Boundaries of CAT(0) Cubical Complexes, Comment. Math. Helv. Vol. 93, No. 2, 291-333 (2018). 51. Gouezel S., Matheus F., Maucourant F., Entropy and Drift in Word Hyperbolic Groups, Invent. Math., 211, 1201-1255 (2018). 52. Gouezel S., Matheus F., Maucourant F., Sharp Lower Bounds for the Asymptotic Entropy of Symmetric Random Walks, Groups, Geometry and Dynamics, Vol. 9, 711-735 (2015). 53. Meigniez G., Quasi-complementary foliations and the Mather-Thurston theorem. (2018) A paraître dans Geometry and Topology. https://hal.archives-ouvertes.fr/hal-02150832. 54. Meigniez G., Regularization and minimization of codimension-one Haefliger structures. J. Differential Geom. 107, no. 1 (2017), 157-202. 55. Meigniez G., Realizing compactly generated pseudo-groups of dimension one. J. Math. Soc. Japan. 68, no. 4 (2016), 1747-1775. 56. Laudenbach F., Meigniez G., Haefliger structures and symplectic/contact structures. J. Ec. polytech. Math. 3 (2016), 1-29. 57. Mokdad M., Conformal scattering of Maxwell fields on Reissner-Nordström-de Sitter black hole spacetimes, Annales de l'Institut Fourier, 69 (2019), 5, 2291-2329. 58. Mokdad M., Reissner-Nordstrom-de Sitter manifold: photon sphere and maximal analytic extension, Classical Quantum Gravity 34 (2017), 17, 175014, 21 pp. 59. L. Di Menza, Nicolas J-P., M. Pellen, A new type of black hole bomb, arXiv:1903.02941, 2019, Gen Relativ Gravit 52 (2020), 8. https://doi.org/10.1007/s10714-020-2656-5.} 60. Nicolas J-P., Pham T. X., Peeling for the wave equation on the Kerr metric, arXiv:1801.08996, Annales Henri Poincaré 20 (2019), 10, 3419-3470.