David Krejcirik's page:
Works citing
[Pacific J. Math. 254 (2011), 309-333]
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L. Brasco, E. Lindgren and E. Parini:
The fractional Cheeger problem,
Interfaces and free boundaries 16 (2014), 419-458.
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H. Bueno and G. Ercole:
On the p-torsion functions of an annulus,
Asympt. Anal. 92, (2015), 235-247.
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G. Ercole, J. C. do Espirito Santo and E. Martins:
Computing the first eigenpair of the p-Laplacian in annuli,
J. Math. Anal. Appl. 422, (2015), 1277-1307.
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E. Parini and N. Saintier:
Shape derivative of the Cheeger constant,
ESAIM: Control, Optimisation and Calculus of Variations 21 (2015), 348-358.
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G. P. Leonardi:
An Overview on the Cheeger Problem,
Edited by: Pratelli, A; Leugering, G
Conference: workshop on Trends in shape optimization Location:
Erlangen, GERMANY Date: 2013.
Book Series: International Series of Numerical Mathematics
166 (2015), 117-139.
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D. Bucur and I. Fragala:
A Faber-Krahn Inequality for the Cheeger Constant of N-gons,
J. Geom. Anal. 26 (2016), 88-117.
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V. Bobkov and P. Drabek:
On some unexpected properties of radial and symmetric eigenvalues
and eigenfunctions of the p-Laplacian on a disk,
J. Differential Equations 26 (2016), 88-117.
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G. P. Leonardi, R. Neumayer and G. Saracco:
The Cheeger constant of a Jordan domain without necks,
Calc. Var. Partial Differ. Equ. 56 (2017), 164.
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G. Saracco:
Weighted Cheeger sets are domains of isoperimetry,
Manuscripta Math. 156 (2018), 371-381.
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D. Bucur and I. Fragala:
Reverse Faber-Krahn and Mahler inequalities
for the Cheeger constant,
P. Roy. Soc. Edinb. A 148 (2018), 913-937.
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E. Ntovoris and M. Regis:
A solution with free boundary for non-Newtonian fluids
with Drucker-Prager plasticity criterion,
ESAIM: COCV 25 (2019), UNSP 46.
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S. Opiyo, Y. Soeharyadi and M. W. Setyabudhi:
Explicit Computation of Cheeger Constants for some Classes of Graphs,
J. Phys. Conf. Ser. 1127 (2019), 012064.
Last modified: 22 September 2020