Advances in Calculus of Variations

Papers
(The median citation count of Advances in Calculus of Variations is 1. The table below lists those papers that are above that threshold based on CrossRef citation counts [max. 250 papers]. The publications cover those that have been published in the past four years, i.e., from 2021-09-01 to 2025-09-01.)
ArticleCitations
On some variational problems involving capacity, torsional rigidity, perimeter and measure16
Sobolev contractivity of gradient flow maximal functions16
Hierarchy structures in finite index CMC surfaces16
A Weierstrass extremal field theory for the fractional Laplacian14
Existence of distributional solutions to some quasilinear degenerate elliptic systems with low integrability of the datum9
The L 1-relaxed area of the graph of the vortex map: Optimal upper bound9
Frontmatter9
Bounds for eigenvalues of the Dirichlet problem for the logarithmic Laplacian8
On the interior regularity criteria for the viscoelastic fluid system with damping8
On the behavior of the first eigenvalue of thep-Laplacian with Robin boundary conditions aspgoes to 18
A split special Lagrangian calibration associated with frame vorticity7
Relaxed many-body optimal transport and related asymptotics7
Quasiconformal, Lipschitz, and BV mappings in metric spaces6
On a class of obstacle problems with (p, q)-growth and explicit u-dependence6
Frontmatter6
Characterizations of the viscosity solution of a nonlocal and nonlinear equation induced by the fractional p-Laplace and the fractional p-convexity5
Homogenization of high-contrast composites under differential constraints5
The 2+1-convex hull of a~finite set5
Stability of the ball under volume preserving fractional mean curvature flow5
Quantitative C 1-stability of spheres in rank one symmetric spaces of non-compact type5
Frontmatter5
Frontmatter4
Dimension estimates for the boundary of planar Sobolev extension domains4
Bounds for eigenfunctions of the Neumann p-Laplacian on noncompact Riemannian manifolds4
Characterization of the subdifferential and minimizers for the anisotropic p-capacity4
Functional inequalities and applications to doubly nonlinear diffusion equations4
The Lp Minkowski problem for q-torsional rigidity3
An elliptic approximation for phase separation in a fractured material3
On the behavior in time of the solutions to total variation flow3
Lipschitz regularity for degenerate elliptic integrals with ????, ????-growth3
The first Grushin eigenvalue on cartesian product domains3
Calderón–Zygmund theory for strongly coupled linear system of nonlocal equations with Hölder-regular coefficient3
A continuous model of transportation in the Heisenberg group3
A flow approach to the prescribed Gaussian curvature problem in ℍ????+12
Polygons as maximizers of Dirichlet energy or first eigenvalue of Dirichlet-Laplacian among convex planar domains2
On the variational nature of the Anzellotti pairing2
Stability from rigidity via umbilicity2
No Lavrentiev gap for some double phase integrals2
On prescribing the number of singular points in a Cosserat-elastic solid2
A speed preserving Hilbert gradient flow for generalized integral Menger curvature2
Higher order Ambrosio–Tortorelli scheme with non-negative spatially dependent parameters2
Strong convergence of the thresholding scheme for the mean curvature flow of mean convex sets2
A sub-Riemannian maximum modulus theorem2
Existence of minimizers for the SDRI model in 2d: Wetting and dewetting regime with mismatch strain2
A new proof of compactness in G(S)BD2
The Yang–Mills–Higgs functional on complex line bundles: Asymptotics for critical points2
Monotonicity of entire solutions to reaction-diffusion equations involving fractional p-Laplacian2
Gradient estimates for an orthotropic nonlinear diffusion equation2
Minimizers of nonlocal polyconvex energies in nonlocal hyperelasticity2
Limit of solutions for semilinear Hamilton–Jacobi equations with degenerate viscosity2
On the area-preserving Willmore flow of small bubbles sliding on a domain’s boundary2
Square function and non-tangential maximal function estimates for elliptic operators in 1-sided NTA domains satisfying the capacity density condition1
Generalized minimizing movements for the varifold Canham–Helfrich flow1
A simple proof of the 1-dimensional flat chain conjecture1
Struwe’s global compactness and energy approximation of the critical Sobolev embedding in the Heisenberg group1
Another proof of the existence of homothetic solitons of the inverse mean curvature flow1
Parabolic Lipschitz truncation for multi-phase problems: The degenerate case1
Frontmatter1
Frontmatter1
A characterization of gauge balls in ℍ n by horizontal curvature1
Discrete approximation of nonlocal-gradient energies1
Properties of the free boundaries for the obstacle problem of the porous medium equations1
Γ-convergence analysis of the nonlinear self-energy induced by edge dislocations in semi-discrete and discrete models in two dimensions1
Sobolev embeddings and distance functions1
Interpolation inequalities for partial regularity1
Iterative blow-ups for maps with bounded ????-variation: A refinement, with application to BD and BV1
Frontmatter1
Strongly nonlinear Robin problems for harmonic and polyharmonic functions in the half-space1
Lipschitz bounds for integral functionals with (p,q)-growth conditions1
Frontmatter1
On isosupremic vectorial minimisation problems in L with general nonlinear constraints1
A partially overdetermined problem in domains with partial umbilical boundary in space forms1
Continuous differentiability of a weak solution to very singular elliptic equations involving anisotropic diffusivity1
Concavity properties for solutions to p-Laplace equations with concave nonlinearities1
A Sobolev gradient flow for the area-normalised Dirichlet energy of H 1 maps1
Flat flow solution to the mean curvature flow with volume constraint1
Least energy solutions for affine p-Laplace equations involving subcritical and critical nonlinearities1
A generalized fractional Pohozaev identity and applications1
Inertial (self-)collisions of viscoelastic solids with Lipschitz boundaries1
A discrete crystal model in three dimensions: The line-tension limit for dislocations1
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