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  • <ref name="CS">{{Citation | last1=Caffarelli | first1=Luis | last2=Silvestre | first2=Luis | title=Re <ref name="CS2">{{Citation | last1=Caffarelli | first1=Luis | last2=Silvestre | first2=Luis | title=Re ...
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  • <ref name="CS">{{Citation | last1=Caffarelli | first1=Luis | last2=Silvestre | first2=Luis | title=Re <ref name="CS2">{{Citation | last1=Caffarelli | first1=Luis | last2=Silvestre | first2=Luis | title=Re ...
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    646 bytes (82 words) - 00:17, 7 February 2012
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  • <ref name="CS3">{{Citation | last1=Caffarelli | first1=Luis | last2=Silvestre | first2=Luis | title=Th <ref name="E">{{Citation | last1=Evans | first1=Lawrence C. | title=Classical solutions of fully non ...
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  • <ref name="CT">{{Citation | last1=Cont | first1=Rama | last2=Tankov | first2=Peter | title=Financial ...
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  • <ref name="S">{{Citation | last1=Silvestre | first1=Luis | title=Hölder estimates for solutions of <ref name="CS">{{Citation | last1=Caffarelli | first1=Luis | last2=Silvestre | first2=Luis | title=Re ...
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  • ...on for the solution of the Dirichlet problem for Laplace's equation.<ref>{{Citation | last1=Perron | first1=O. | title=Eine neue Behandlung der ersten Randwer ...
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  • * Existence of smooth solutions locally in time{{Citation needed}} * Existence of weak solutions globally in time{{Citation needed}} ...
    9 KB (1,363 words) - 14:47, 8 May 2012
  • <ref name="MR2120184">{{Citation | last1=Athanasopoulos | first1= I. | last2=Caffarelli | first2= L. A. | ti <ref name="MR2367025">{{Citation | last1=Caffarelli | first1= Luis A. | last2=Salsa | first2= Sandro | last3 ...
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  • <ref name="MR0097227">{{Citation | last1=Saffman | first1= P. G. | last2=Taylor | first2= Geoffrey | title=T <ref name="2016arXiv160507591C">{{Citation | last1=Chang-Lara | first1= H.A. | last2=Guillen | first2= N. | title=From ...
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  • <ref name="F">{{Citation | last1=Frehse | first1=J. | title=On the regularity of the solution of a s <ref name="CT">{{Citation | last1=Cont | first1=Rama | last2=Tankov | first2=Peter | title=Financial ...
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  • ...n terms of its $L^\infty$ and $L^1$ norms (via a bootstrapping argument).{{citation needed}} <ref name="Bal2009">{{Citation | last1=Bal | first1=G. | title=Inverse transport theory and applications | ...
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  • <ref name="CGCCW">{{Citation | last1=Chae | first1=D. | last2=Gancedo | first2=F. | last3=Córdoba | fir ...
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