Zobrazeno 1 - 10
of 119
pro vyhledávání: '"Mooney, Connor"'
Autor:
Mooney, Connor
In this expository article we revisit the Bernstein problem for several geometric PDEs including the minimal surface, Monge-Amp\`{e}re, and special Lagrangian equations. We also discuss the minimal surface system where appropriate. The article is bas
Externí odkaz:
http://arxiv.org/abs/2407.11903
We establish global well-posedness and convergence of the score-based generative models (SGM) under minimal general assumptions of initial data for score estimation. For the smooth case, we start from a Lipschitz bound of the score function with opti
Externí odkaz:
http://arxiv.org/abs/2405.16104
In this paper, we present counterexamples to maximal $L^p$-regularity for a parabolic PDE. The example is a second-order operator in divergence form with space and time-dependent coefficients. It is well-known from Lions' theory that such operators a
Externí odkaz:
http://arxiv.org/abs/2401.05550
We prove that an anisotropic minimal graph over a half-space with flat boundary must itself be flat. This generalizes a result of Edelen-Wang to the anisotropic case. The proof uses only the maximum principle and ideas from fully nonlinear PDE theory
Externí odkaz:
http://arxiv.org/abs/2312.07519
We prove that if $u : B_1 \subset \mathbb{R}^2 \rightarrow \mathbb{R}^n$ is a Lipschitz critical point of the area functional with respect to outer variations, then $u$ is smooth. This solves a conjecture of Lawson and Osserman from 1977 in the plana
Externí odkaz:
http://arxiv.org/abs/2308.04997
Autor:
Acharyya, Atreya, Adams, Colin, Archer, Avery, Bangale, Priyadarshini, Batista, Pedro, Benbow, Wystan, Brill, Aryeh, Capasso, M, Errando, Manel, Falcone, Abraham, Feng, Qi, Finley, John, Foote, Gregory, Fortson, Lucy, Furniss, Amy, Griffin, Sean, Hanlon, William, Hanna, David, Hervet, Olivier, Hinrichs, Claire, Hoang, John, Holder, Jamie, Humensky, T., Jin, Weidong, Kaaret, Philip, Kertzman, Mary P., Kherlakian, Maria, Kieda, David, Kleiner, Tobias, Korzoun, Nikolas, Kumar, Sajan, Lang, Mark, Lundy, Matthew, Maier, Gernot, McGrath, Conor, Millard, Matthew, Miller, Hayden, Millis, John, Mooney, Connor, Moriarty, Patrick, Mukherjee, Reshmi, O'Brien, Stephan, Ong, Rene A., Pohl, Martin, Pueschel, Elisa, Quinn, John, Ragan, Kenneth J., Reynolds, Paul, Ribeiro, Deivid, Roache, Emmet Thomas, Ryan, Jamie, Sadeh, Iftach, Saha, Lab, Santander, Marcos, Sembroski, Glenn H, Shang, Ruo, Tak, Donggeun, Talluri, Anjana, Tucci, James, Vazquez, Nico, Williams, David, Wong, Sam, Woo, Jooyun, DeBoer, David, Isaacson, Howard, de Pater, Imke, Price, Danny, Siemion, Andrew
The Breakthrough Listen Initiative is conducting a program using multiple telescopes around the world to search for "technosignatures": artificial transmitters of extraterrestrial origin from beyond our solar system. The VERITAS Collaboration joined
Externí odkaz:
http://arxiv.org/abs/2306.17680
Autor:
Mooney, Connor, Rakshit, Arghya
We prove a sharp global $W^{2,\,p}$ estimate for potentials of optimal transport maps that take a certain class of non-convex planar domains to convex ones.
Comment: 15 pages
Comment: 15 pages
Externí odkaz:
http://arxiv.org/abs/2306.08139
Autor:
Acharyya, Atreya, Adams, Colin, Archer, Avery, Bangale, Priyadarshini, Benbow, Wystan, Brill, Aryeh, Christiansen, Jodi, Chromey, Alisha, Errando, Manel, Falcone, Abe, Feng, Qi, Finley, John, Foote, Gregory, Fortson, Lucy, Furniss, Amy, Gallagher, Greg, Hanlon, William, Hanna, David, Hervet, Olivier, Hinrichs, Claire, Hoang, John, Holder, Jamie, Jin, Weidong, Johnson, Madalyn, Kaaret, Philip, Kertzman, Mary P., Kieda, David, Kleiner, Tobias, Korzoun, Nikolas, Krennrich, Frank, Lang, Mark, Lundy, Matthew, Maier, Gernot, McGrath, Conor, Millard, Matthew, Millis, John, Mooney, Connor, Moriarty, Patrick, Mukherjee, Reshmi, O'Brien, Stephan, Ong, Rene A., Pohl, Martin, Pueschel, Elisa, Quinn, John, Ragan, Kenneth J., Reynolds, Paul, Ribeiro, Deivid, Roache, Emmet Thomas, Sadeh, Iftach, Sadun, Alberto, Saha, Lab, Santander, Marcos, Sembroski, Glenn, Shang, Ruo, Splettstoesser, Megan, Talluri, Anjana, Tucci, James, Vassiliev, Vladimir, Williams, David, Wong, Sam, Hovatta, Talvikki, Jorstad, Svetlana, Kiehlmann, Sebastian, Lahteenmaki, Anne, Liodakis, Ioannis, Marscher, Alan, Max-Moerbeck, Walter, Readhead, Anthony, Reeves, Rodrigo, Smith, Paul S, Tornikoski, Merja
We report the detection of very high energy gamma-ray emission from the blazar S3 1227+25 (VER J1230+253) with the Very Energetic Radiation Imaging Telescope Array System (VERITAS). VERITAS observations of the source were triggered by the detection o
Externí odkaz:
http://arxiv.org/abs/2305.02860
The level-set curvature G-equation, a well-known model in turbulent combustion, has the following form $G_t + \left(1-d\, \mathrm{dvi}\left({\frac{DG}{|DG|}}\right)\right)_+|DG|+V(X)\cdot DG=0.$ Here the cutoff correction $()_+$ is imposed to avoid n
Externí odkaz:
http://arxiv.org/abs/2303.16304
Autor:
Mooney, Connor, Savin, Ovidiu
We construct viscosity solutions to the special Lagrangian equation that are Lipschitz but not $C^1$.
Comment: final version, to appear in Duke Math. J
Comment: final version, to appear in Duke Math. J
Externí odkaz:
http://arxiv.org/abs/2303.14282