Referenzen
31.
Tristan Buckmaster, Camillo De Lellis, Philip Isett und Jr., László Székelyhidi
Anomalous dissipation for 1/5-Hölder Euler flows
Ann. of Math. (2), 182(1):127--172
2015
30.
Bernd Kirchheim, Emanuele Spadaro und Jr., László Székelyhidi
Equidimensional isometric maps
Comment. Math. Helv., 90(4):761--798
2015
29.
Camillo De Lellis und László Székelyhidi
On h-principle and Onsager's conjecture
Eur. Math. Soc. Newsl., (95):19--24
2015
28.
Camillo De Lellis und Jr., László Székelyhidi
Dissipative Euler flows and Onsager's conjecture
J. Eur. Math. Soc. (JEMS), 16(7):1467--1505
2014
27.
K. Bardos, Jr., L. Sekelikhidi und Ã?. Videmann
On the absence of uniqueness for the Euler equations: the effect of the boundary
Uspekhi Mat. Nauk, 69(2(416)):3--22
2014
26.
A. Choffrut und Jr., L. Székelyhidi
Weak solutions to the stationary incompressible Euler equations
SIAM J. Math. Anal., 46(6):4060--4074
2014
25.
Jr., László Székelyhidi
The h-principle and turbulence
Proceedings of the International Congress of Mathematicians---Seoul 2014. Vol. III , Seite 503--524.
Herausgeber: Kyung Moon Sa, Seoul,
2014
24.
Camillo De Lellis und Jr., László Székelyhidi
Dissipative continuous Euler flows
Invent. Math., 193(2):377--407
2013
23.
Nicholas Boros, Jr., László Székelyhidi und Alexander Volberg
Laminates meet Burkholder functions
J. Math. Pures Appl. (9), 100(5):687--700
2013
22.
Camillo De Lellis und László Székelyhidi
Continuous dissipative Euler flows and a conjecture of Onsager
European Congress of Mathematics
Seite 13--29.
Herausgeber: Eur. Math. Soc., Zürich,
2013
21.
Jr., László Székelyhidi
From isometric embeddings to turbulence
HCDTE lecture notes. Part II. Nonlinear hyperbolic PDEs, dispersive and transport equations Band 7 aus AIMS Ser. Appl. Math.
Seite 63.
Herausgeber: Am. Inst. Math. Sci. (AIMS), Springfield, MO,
2013
20.
Jr., László Székelyhidi
Global solutions of the 2D Euler equations, starting with the work of Witold Wolibner
Wiad. Mat., 48(2):257--269
2012
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