검색어 : 통합검색[Geometric measure theory.]
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11
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Geometric measure theory and differential inclusions
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De Lellis, Camillo;
De Philippis, Guido;
Kirchheim, Bernd;
Tione, Riccardo;
;
(Annales de la faculté des sciences de Toulouse, Mathématiques,
v.30,
2021,
pp.899-960)
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12
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Early developments in geometric measure theory
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Fleming, Wendell;
;
(Indiana University mathematics journal,
v.69,
2020,
pp.5-36)
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13
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Incidence Problems in Harmonic Analysis, Geometric Measure Theory, and Ergodic Theory
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Orponen, Tuomas;
Shmerkin, Pablo;
Wang, Hong;
University of Jyvä
skylä
, Finland;
University of British Columbia, Vancouver, Canada;
UCLA, Los Angeles, USA;
(Oberwolfach reports,
v.20,
2023,
pp.1397-1452)
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14
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Geometric measure theory on fractals
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Mattila, P.;
;
(Geometric measure theoretic approaches to potentials on fractals and manifolds (Mini-workshop),
v.2007,
2007,
pp.1058-1059)
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15
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Comparison between some nonsmooth and geometric measure theory concepts
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Marigonda, Antonio;
;
(Nonlinear analysis,
v.63,
2005,
pp.e1673-e1677)
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16
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Geometric measure theory and scans
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Peterson, J.;
;
(Report on the summer symposium in real analysis XXX,
v.2006,
2006,
pp.123-124)
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17
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On some applications of harmonic measure in the geometric theory of analytic functions
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Fuka, Jaroslav;
Jakubowski, Z. J.;
;
(Mathematica bohemica,
v.119,
1994,
pp.57-74)
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18
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Geometric Measure Theory. A Beginner's Guide.
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Almgren join(' ', Frederick J.;
Morgan, Frank;
;
(The American mathematical monthly : the official journal of the Mathematical Association of America,
v.96,
1989,
pp.753)
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19
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Geometric measure theory, a beginner's guide
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Rota, Gian-Carlo;
;
(Advances in mathematics,
v.73,
1989,
pp.263-264)
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20
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Fractals and geometric measure theory: Friends and foes
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Morgan, F.;
;
(Proceedings of symposia in pure mathematics,
v.72,
2004,
pp.93-96)