Open problems: Revision history

23 February 2012

• curprev 20:4020:40, 23 February 2012‎ imported>Adina‎ 16,174 bytes 0‎ →‎Holder estimates for drift-diffusion equations (sharp assumptions for $b$ in the case $s>1/2$)
• curprev 11:4311:43, 23 February 2012‎ imported>Luis‎ 16,174 bytes +6‎ →‎A comparison principle for $x$-dependent nonlocal equations which are not in the Levy-Ito form
• curprev 11:4311:43, 23 February 2012‎ imported>Luis‎ 16,168 bytes +14‎ →‎A comparison principle for $x$-dependent nonlocal equations which are not in the Levy-Ito form
• curprev 11:4211:42, 23 February 2012‎ imported>Luis‎ 16,154 bytes +1,143‎ No edit summary
• curprev 11:2311:23, 23 February 2012‎ imported>Luis‎ 15,011 bytes +504‎ No edit summary

7 February 2012

• curprev 18:2818:28, 7 February 2012‎ imported>Luis‎ m 14,507 bytes +1‎ →‎Holder estimates for drift-diffusion equations (sharp assumptions for $b$ in the case $s>1/2$)

28 January 2012

• curprev 13:0713:07, 28 January 2012‎ imported>Luis‎ 14,506 bytes +4‎ →‎Optimal regularity for the obstacle problem for a general integro-differential operator
• curprev 13:0513:05, 28 January 2012‎ imported>Luis‎ 14,502 bytes +2,090‎ No edit summary

31 July 2011

• curprev 13:1013:10, 31 July 2011‎ imported>Luis‎ 12,412 bytes +697‎ No edit summary
• curprev 13:0113:01, 31 July 2011‎ imported>Luis‎ 11,715 bytes +1‎ →‎A local $C^{1,\alpha}$ estimate for integro-differential equations with nonsmooth kernels

2 July 2011

• curprev 10:3110:31, 2 July 2011‎ imported>Luis‎ 11,714 bytes +2,072‎ No edit summary

7 June 2011

• curprev 23:4923:49, 7 June 2011‎ imported>Luis‎ 9,642 bytes −4‎ No edit summary
• curprev 23:3323:33, 7 June 2011‎ imported>Luis‎ 9,646 bytes +2,400‎ No edit summary

6 June 2011

• curprev 22:4422:44, 6 June 2011‎ imported>Luis‎ 7,246 bytes +2,870‎ No edit summary
• curprev 19:4819:48, 6 June 2011‎ imported>Luis‎ 4,376 bytes +1,417‎ No edit summary
• curprev 17:4217:42, 6 June 2011‎ imported>Luis‎ 2,959 bytes +2,959‎ Created page with "== Well posedness of the supercritical surface quasi-geostrophic equation == Let $\theta_0 : \R^2 \to \R$ be a smooth function either with compact support or periodic. Let $s..."