Zobrazeno 1 - 10
of 110
pro vyhledávání: '"Thomas, Lara"'
Publikováno v:
Women in Numbers 5 - Research directions in Number Theory (2024)
Fontaine-Mazur Conjecture is one of the core statements in modern arithmetic geometry. Several formulations were given since its original statement in 1993, and various angles have been adopted by numerous authors to try to tackle it. Boston's semina
Externí odkaz:
http://arxiv.org/abs/2205.03558
Autor:
Calhoun, Nicole, Herrick, Judy, Hoffman, Eric, McKillop, Amanda, Murthy, Kempapura, Smith, Michael, Zayed, Martha, De Souza, Lesley, Kindle, Ryan, Kozikowski, Lori-Ann, Ouellette, Scott, Thornton-Thompson, Sherell, Bolstad, Michael, Ciottone, Robert, Coviello, Brianna, Devilla, Arnaldo, Grafals, Ana, Higgins, Conor, Ottanelli, Carlo, Redman, Kimberly, Scaffidi, Douglas, Weingart, Alexander, Lewis, Nathaniel, Olson, Samantha, Ashok, Kiran, Brennan, Connery, Mehkri, Omar, Mitchell, Megan, Poynter, Bryan, Stanley, Nicholas, Lohuis, Caitlin ten, Caspers, Sean, Erikson, Heidi, Hendrickson, Audrey, Kaus, Olivia, Maruggi, Ellen, Scharber, Tyler, Tordsen, Walker, Aston, Valerie, Bowers, Robert, Jorgensen, Jeffrey, King, Jennifer, Ali, Harith, Rothman, Richard E., Nair, Rahul, Chen, Jen-Ting, Karow, Sarah, Robart, Emily, Maldonado, Paulo Nunes, Khan, Maryiam, So, Preston, Schwartz, Elizabeth, So, Madison, Weigand, Michael, Luong, Andrea, Martinez, Jesus, Huynh, Bao, Ibrahim, Habiba, Villanueva-Vargas, Cynthia, Jung, Haeun, Villanueva-Vargas, Juliana, Quadri, Suha, Gordon, Alexandra Jun, Levitt, Joe, Perez, Cynthia, Visweswaran, Anita, Roque, Jonasel, Rivera, Adreanne, Frankel, Trevor, Goff, Jennifer, Huynh, David, Jensen, Kelly, Driver, Conner, Chambers, Ian, Nassar, Paul, Stout, Lori, Sibenaller, Zita, Walter, Alicia, Mares, Jasmine, Olson, Logan, Clinansmith, Bradley, Gershengorn, Hayley, Rivas, Carolina, McSpadden, E.J., Truscon, Rachel, Kaniclides, Anne, Thomas, Lara, Bielak, Ramsay, Valvano, Weronika Damek, Fong, Rebecca, Fitzsimmons, William J., Blair, Christopher, Valesano, Andrew, Baker, Leigh, Gilbert, Julie, Crider, Christine D., Steinbock, Kyle A., Paulson, Thomas C., Anderson, Layla A., Kampe, Christy, Johnson, Jakea, Short, Laura L., Ezzell, Lauren J., Whitsett, Margaret E., McHenry, Rendie E., Hargrave, Samarian J., Blair, Marica, Luther, Jennifer L., Pulido, Claudia Guevara, Peterson, Bryan P.M., LaRose, Mary, Landreth, Leigha, Hicks, Madeline, Parks, Lisa, Bongu, Jahnavi, McDonald, David, Cass, Candice, Seiler, Sondra, Park, David, Hink, Tiffany, Wallace, Meghan, Burnham, Carey-Ann, Arter, Olivia G., Lanspa, Michael J., Dugar, Siddharth P., Prigmore, Heather L., Boyd, Jeremy S., Rupp, Jordan D., Lindsell, Chris J., Rice, Todd W., Qadir, Nida, Lim, George W., Shiloh, Ariel L., Dieiev, Vladyslav, Gong, Michelle N., Fox, Steven W., Hirshberg, Eliotte L., Khan, Akram, Kornfield, James, Schoeneck, Jacob H., Macklin, Nicholas, Files, D.Clark, Gibbs, Kevin W., Prekker, Matthew E., Parsons-Moss, Daniel, Bown, Mikaele, Olsen, Troy D., Knox, Daniel B., Cirulis, Meghan M., Duggal, Abhijit, Tenforde, Mark W., Patel, Manish M., Self, Wesley H., Brown, Samuel M.
Publikováno v:
In CHEST Critical Care June 2023 1(1)
Publikováno v:
In IFAC PapersOnLine 2023 56(2):4319-4324
Publikováno v:
In IFAC PapersOnLine 2022 55(40):169-174
Publikováno v:
In IFAC PapersOnLine 2022 55(34):66-71
Autor:
Celik, Turku Ozlum, Elias, Yara, Gunes, Burcin, Newton, Rachel, Ozman, Ekin, Pries, Rachel, Thomas, Lara
If $\pi: Y \to X$ is an unramified double cover of a smooth curve of genus $g$, then the Prym variety $P_\pi$ is a principally polarized abelian variety of dimension $g-1$. When $X$ is defined over an algebraically closed field $k$ of characteristic
Externí odkaz:
http://arxiv.org/abs/1708.03652
Autor:
Arias-de-Reyna, Sara, Armana, Cécile, Karemaker, Valentijn, Rebolledo, Marusia, Thomas, Lara, Vila, Núria
Given a prime number l greater than or equal to 5, we construct an infinite family of three-dimensional abelian varieties over Q such that, for any A/Q in the family, the Galois representation \rho_{A, l}: Gal_Q -> GSp(6, l) attached to the l-torsion
Externí odkaz:
http://arxiv.org/abs/1507.05913
Autor:
Arias-de-Reyna, Sara, Armana, Cécile, Karemaker, Valentijn, Rebolledo, Marusia, Thomas, Lara, Vila, Núria
In this paper we generalize results of P. Le Duff to genus n hyperelliptic curves. More precisely, let C/Q be a hyperelliptic genus n curve and let J(C) be the associated Jacobian variety. Assume that there exists a prime p such that J(C) has semista
Externí odkaz:
http://arxiv.org/abs/1407.5802
Publikováno v:
The Science Teacher, 2019 Aug 01. 87(1), 42-49.
Externí odkaz:
https://www.jstor.org/stable/26899187
Autor:
Pickett, Erik Jarl, Thomas, Lara
Explicit descriptions of local integral Galois module generators in certain extensions of $p$-adic fields due to Pickett have recently been used to make progress with open questions on integral Galois module structure in wildly ramified extensions of
Externí odkaz:
http://arxiv.org/abs/1201.4023