Zobrazeno 1 - 10
of 4 616
pro vyhledávání: '"A. Esnault"'
Autor:
Esnault, Hélène, Kerz, Moritz
We formulate and prove a non-abelian analog of Deligne's Fixed Part theorem on Hodge classes, revisiting previous work of Jost--Zuo, Katzarkov--Pantev and Landesman--Litt. To this aim we study algebraically isomonodromic extensions of local systems a
Externí odkaz:
http://arxiv.org/abs/2408.13910
Autor:
Esnault, Hélène, Kerz, Moritz
We study the geometry and cohomology of Lefschetz pencils for semi-stable schemes over a discrete valuation ring. We relate the global cohomological properties of the Lefschetz pencil and the monodromy-weight conjecture, in particular we show that if
Externí odkaz:
http://arxiv.org/abs/2311.15886
Autor:
Maron, Nicolas, Fernandez, Sébastien, Esnault, François-Xavier, Lévèque, Thomas, Muzeau, Tepuaonini, Wolf, Peter
Publikováno v:
Vol. 32, No. 3 / 29 Jan 2024 / Optics Express, p.4267
We present the results of an optical link to a corner cube on board a tethered balloon at 300 m altitude including a Tip/Tilt compensation for the balloon tracking. Our experiment measures the carrier phase of a 1542 nm laser, which is the useful sig
Externí odkaz:
http://arxiv.org/abs/2401.01899
Autor:
Esnault, Hélène, Groechenig, Michael
We generalise a theorem on the existence of Frobenius isocrystal and Fontaine-Laffaille module structures on rigid flat connections to the non-proper setting. The proof is based on a new strategy of a point-set topological flavour, which allows us to
Externí odkaz:
http://arxiv.org/abs/2309.15949
Autor:
Esnault, Hélène
This is a small note on Manin's 1966 article on rational surfaces over perfect fields, the conjecture he formulates there, and later developments. This text is by no means exhaustive and reflects the author's understanding and interest. References fo
Externí odkaz:
http://arxiv.org/abs/2308.08063
Autor:
Esnault, Hélène
This small text was written for the AMS Notices. It is a survey of integrality properties of complex local systems, where I tried to single out one example which is not entirely explicit in the literature. The focus is on the obstruction it yields fo
Externí odkaz:
http://arxiv.org/abs/2305.05712
Autor:
Esnault, Hélène
Those notes rest on the Samuel Eilenberg Lectures I gave at Columbia University, NY, in the fall 2022. I thank all the mathematicians who participated in their elaboration, directly or indirectly. They are meant to be published as a Springer Lecture
Externí odkaz:
http://arxiv.org/abs/2303.05773
Autor:
de Jong, Johan, Esnault, Hélène
If in a given rank $r$, there is an irreducible complex local system with torsion determinant and quasi-unipotent monodromies at infinity on a smooth quasi-projective variety, then for every prime number $\ell$, there is an absolutely irreducible $\e
Externí odkaz:
http://arxiv.org/abs/2211.03857
Autor:
Aumaitre, H., Froguel, E., Caby, F., Dellion, S., Gerard, L., Lucht, F., Chirouze, C., Dupon, M., Schmit, Jl, Goujard, C., Allegre, T., Cazenave, B., Hittinger, G., De Truchis, P., Cailhol, J., Duvivier, C., Canestri, A., Bouchaud, O., Karmochkine, M., Salmon-Ceron, D., Zucman, D., Mortier, E., Tubiana, R., Girard, P.M., Pintado, C., Cabie, A., Rabier, V., Morlat, P., Neau, D., Genet, C., Makhloufi, D., Ronot, S Bregigeon, Ghosn, J., Reliquet, V., Perré, P., Pellegrin, Jl, Arvieux, C., Cheneau, C., Bernard, L., Delobel, P., Verdon, R., Jacomet, C., Piroth, L., Ajana, F., Bevilacqua, S., Debab, Y., Lecapitaine, A.L., Cotte, L., Mokhtari, S., Mercie, P., Poubeau, P., Garrait, V., Khuong, Ma, Beck-Wirth, G., Blum, L., Blanche, S., Boccara, F., Prazuck, T., Barbuat, C., Viard, J.P., Stegmann-Planchard, S., Martha, B., Treluyer, J.M., Dore, E., Gaud, C., Niault, M., Fernandes, E., Hitoto, H., Compagnucci, A., Elenga, N., Faye, A., Dollfus, C., Chace, A., Levine, M., Martha, S.A., Floch-Tudal, C., Kebaïli, K., Entz-Werle, N., Tricoire, J., Mazingue, F., Bolot, P., Brazille, P., Goetghebuer, T., Gennotte, A.F., Van Der Linden, D., Schmitz, V., Moutschen, M., Crenn-Hebert, C., Habibi, F., Coursol, A., Guesdon, E., Ceccaldi, P.F., Dehlinger – Paul, M., Pannier, E., Marcou, V., Elleau, C., Achkar, M., Vareil, M.O., Couderc, S., Routier, C., Bouldouyre, M.A., Selleret, L., Chabrol, A., Bellahcene, C., Pluchart, C., Yangui, A., Vignes, D., Alissa, A., Johnson, A., Lachassinne, E., Benbara, A., Karaoui, L., Bongain, A., Yakeu, B., Schmit, J.L., Cravello, L., Hubert, C., Faucher, P., Pinquier, D., Borie, C., Rocchi, D., Brunet-Cartier, C., Briandet, C., Brouard, J., Chalvon-Demersay, A., Rajguru, M., Billiemaz, K., Fresard, A., Moulin, A., Fialaire, P., Mesnard, L., Werner, E., Vintejoux, E., Marian, J., Ranaivojaona, S., Bissuel, F., Abdelhadi, M., Hammou, Y., Genet-Villeger, C., Hatchuel, Y., Bachelard, G., Medus, M., Dendale – Nguyen, J., Guimard, T.S., Martha, A., Rouha, M., Perfezou, P., De Saint Martin, L., Jaffuel, S., Buzele, R., Gousseff, M., Cudeville, C., Vitrat, V., Michau, C., Palenzuela, G., Driessen, M., Heller-Roussin, B., Labaune, J.M., Muanza, B., Massardier, J., Partisani, M., Hau, I., Runel-Belliard, C., Brehin, C., Kebaili, K., Lalande, M., Lagree, M., Lacombe, K., Molina, J.-M., Reynes, J., Robineau, O., Raffi, F., Becker, A., Weiss, L., Allègre, T., Pialoux, G., Souala, F., Rami, A., Katlama, C., Cabié, A., Viard, J.-P., Bastides, F., Michel, C., Salmon, D., Lièvre, J-D Le, Sotto, A., Rouveix, E., Naqvi, A., Brégigeon, S., Rodet, R., Simon-Coutelier, A., Esnault, J.-L., Buzelé, R., Stein, A., Godin-Colet, C., Pichancourt, G., Caraux-Paz, P., Zadeh, M Mohseni, Gérard, L., Lascaux-Cametz, C., Bodard, L., Pellegrin, J.-L., Ettahar, N., Uludag, A., Rosenthal, E., Prevoteau du Clary, F., Jaureguiberry, S., Philibert, P., Lecapitaine, A.-L., Chakvetadze, E., Champagne, H., Daneluzzi, V., Goupil de Bouillé, J., Leprêtre, A., Lamaury, I., Darasteanu, I., Abraham, B., Garipuy, D., Berger, J.-L., Schmit, J.-L., Diallo, K., Gourdon, F., Vaillant, O., Gaborieau, V., Doll, J., Quinsat, D., Geffray, L., Girard, J.-J., Houlbert, D., Perronne, V., Klement, E., Antioniotti, O., Rouzioux, C., Avettand-Fenoel, V., Lortholary, O., Boucly, S., Maignan, A., Thiebaut, R., Meyer, L., Boufassa, F., Charles, M.A., Dray-Spira, R., Legeai, C., Amon, V., Benammar, N., Seng, R., Slama, L., Bonnard, P., Chakvetadze, C., L’Yavanc, T., Capeau, J., Vigouroux, C., Fellahi, S., Bastard, J.P., Oksenhendler, E., Bourge, J.F., Bajzik, V., Sereni, D., Lascoux-Combe, C., Taulera, O., Dien, L.V., Delgado, J., Molina, J.M., Saint-Marc, T., Ferret, S., Pavie, J., Bergmann, J.F., Parrinello, M., BLefebvre, Boudraa, C., Diallo, B., Lupin, C., Herson, S., Simon, A., Edeb, N., Guillevin, L., Tahi, T., Pietri, M.P., Tisne-Dessus, D., Jalbert, C., Yeni, P., Matheron, S., Pahlavan, G., Phung, B., El-Alami Talbi, N., Ramani, Z., Catalano, G., Godard, C., Boue, F., Chambrin, V., Bornarel, D., Schoen, H., Carlier, R., Fantin, B., Poder, C., Dhote, R., Bentata, M., Honore, P., Tuyet, Xuan, Delfraissy, J.F., Chaix, F., Rannou, M.T., Levy, Y., Sobel, A., Dumont, C., Abel, S., Pierre-François, S., Beaujolais, V., Poizot-Martin, I., Zaegel-Faucher, O., Debreux, C., Moreau, J., Van Der Gheynst, E., Thiebaut-Drobacheff, M.C., Foltzer, A., Hoen, B., Faucher, J.F., Gil, H., Ragnaud, J.M., Raymond, I., Louis, I., Hessamfar, M., Baillat, V., De Boever, C Merle, Tramoni, C., Soufflet, A., Guadagnin, P., Choutet, P., Mounoury, O., Brosseau, D., Hue, H., May, T., Wassoumbou, S., Stenzel, M., Bouillon, M.P., Yazdanpanah, Y., Huleux, T., Aissi, E., Pavel, S., Rey, D., Fischer, P., Blaison, G., Martinot, M., Pachart, A., Jeanblanc, F., Touraine, J.L., Trepo, C., Miailhes, P., Kouadjo, K., Thoirain, V., Brochier, C., Perre, P., Leautez, S., Esnault, J.L., Suaud, I., Seng, Rémonie, Frange, Pierre, Faye, Albert, Dollfus, Catherine, le Chenadec, Jérôme, Boufassa, Faroudy, Essat, Asma, Goetghebuer, Tessa, Arezes, Elisa, Avettand-Fènoël, Véronique, Bigna, Jean-Joël, Blanche, Stéphane, Goujard, Cécile, Meyer, Laurence, Warszawski, Josiane, Viard, Jean-Paul
Publikováno v:
In The Lancet Regional Health - Europe May 2024 40
For any even natural number $r \ge 2$, we construct an irreducible rigid non-cohomologically rigid complex local system of rank $r$ on a smooth projective variety depending on $r$. For $r=2$, we construct an irreducible rigid non-cohomogically rigid
Externí odkaz:
http://arxiv.org/abs/2206.03590