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Shokhrukh Kholmatov
[kholmatov2]
PhD student, SISSA & ICTP
Email:
shokhrukh.kholmatov
AT
univie.ac.at
Available papers (13):
[plain text]
S. Kholmatov
(Preprint)
Consistency of minimizing movements with smooth mean curvature flow of droplets with prescribed contact-angle in $\mathbb R^3$
(2024)
G. Bellettini
-
S. Kholmatov
- F. Almuratov (Preprint)
Crystalline hexagonal curvature flow of networks: short-time, long-time and self-similar evolutions
(2024)
S. Kholmatov
(Preprint)
On the minimality of the Winterbottom shape
(2024)
S. Kholmatov
(Preprint)
Minimizing movements for forced anisotropic curvature flow of droplets
(2024)
G. Bellettini
-
S. Kholmatov
(Preprint)
Minimizing movements for the generalized power mean curvature flow
(2024)
G. Bellettini
-
S. Kholmatov
(Preprint)
Some aspects of anisotropic curvature flow of planar partitions
(2023)
S. Kholmatov
-
P. Piovano
(Submitted Paper)
Existence of minimizers for the SDRI model in $\mathbb{R}^n$: Wetting and dewetting regimes with mismatch strain
(2023)
S. Kholmatov
-
P. Piovano
(
Advances in Calculus of Variations
)
Existence of minimizers for the SDRI model in 2d: wetting and dewetting regime with mismatch strain
(2023)
G. Bellettini
- A. Chambolle -
S. Kholmatov
(Submitted Paper)
Minimizing movements for forced anisotropic mean curvature flow of partitions with mobilities
(2020)
S. Kholmatov
-
P. Piovano
(
Arch. Ration. Mech. Anal.
)
A unified model for stress-driven rearrangement instabilities
(2020)
G. Bellettini
-
S. Kholmatov
(Submitted Paper)
Minimizing movements for mean curvature flow of partitions
(2017)
G. Bellettini
-
S. Kholmatov
-
M. Novaga
(
Comm. Pure Appl. Analysis
)
Minimizers of anisotropic perimeters with cylindrical norms
(2017)
G. Bellettini
-
S. Kholmatov
(Preprint)
Minimizing movements for mean curvature flow of droplets with prescribed contact angle
(2016)
Speaker:
26 jun 2017 - 30 jun 2017:
Curves and Networks in Geometric Analysis
Organizer:
1 dec 2023 - 2 dec 2023:
Curvature-driven geometric problems
21 feb 2022 - 25 feb 2022:
Free Boundary Problems and Related Evolution Equations
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