Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy | Paper Citation Record

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This paper cites Area integral estimates for higher order elliptic equations and systems.

Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Area integral estimates for higher order elliptic equations and systems

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This paper cites Polyharmonic boundary value problems: positivity preserving and nonlinear higher order elliptic equations in bounded domains.

Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Polyharmonic boundary value problems: positivity preserving and nonlinear higher order elliptic equations in bounded domains

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This paper cites Some embeddings of weighted S obolev spaces on finite measure and quasibounded Domains.

Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Some embeddings of weighted S obolev spaces on finite measure and quasibounded Domains

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Embeddings of weighted S obolev spaces into spaces of continuous functions

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Analysis aspects of W illmore surfaces

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This paper cites Error analysis of a finite element method for the W illmore flow of graphs.

Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Error analysis of a finite element method for the W illmore flow of graphs

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Singular I ntegrals and D ifferentiability P roperties of F unctions

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy W eighted S obolev S paces

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This paper cites Elliptic Partial Differential Equations of Second Order.

Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Elliptic Partial Differential Equations of Second Order

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Hardy-Type Inequalities

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This paper cites Recent progress in elliptic equations and systems of arbitrary order with rough coefficients in L ipschitz domains.

Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Recent progress in elliptic equations and systems of arbitrary order with rough coefficients in L ipschitz domains

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This paper cites Stable variational approximations of boundary value problems for W illmore flow with G aussian curvature.

Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Stable variational approximations of boundary value problems for W illmore flow with G aussian curvature

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Commentarii Mathematici Helvetici

Reference 13

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This paper cites Stability and symmetry in the N avier problem for the one-dimensional W illmore equation.

Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Stability and symmetry in the N avier problem for the one-dimensional W illmore equation

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This paper cites Boundary value problems for the one-dimensional.

Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Boundary value problems for the one-dimensional

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Unstable

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Classical solutions to the

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy A resolution of the

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This paper cites ESAIM: Control, Optimisation and Calculus of Variations , volume =.

Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy ESAIM: Control, Optimisation and Calculus of Variations , volume =

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Minimising a relaxed

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Quarterly of Applied Mathematics , volume=

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Nonuniqueness for

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy A singular example for the

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Duke Math

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Removability of point singularities of

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Existence of minimizing

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Asian Journal of Mathematics , volume=

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Recherches sur la théorie des surfaces élastiques , publisher=

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy , Title =

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Zeitschrift f

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Journal of Theoretical Biology , volume=

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy , title =

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Uniqueness for the homogeneous

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy A new conformal invariant and its applications to the

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Existence of surfaces minimizing the

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy 2023 , publisher=

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy doi:10.25673/115240

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy On the convergence of the

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Stability of the Free Boundary Willmore Problem , journal =

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy NoDEA Nonlinear Differential Equations Appl

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Mathematische Annalen , year =

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Advances in Calculus of Variations , volume =

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Advances in Calculus of Variations , volume =

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Journal of Differential Equations , volume =

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy and Neves, Andr

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy and Simonett, Gieri , journal=

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy reseach document, University Magdeburg

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy 1992 , publisher=

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy 2019 , doi =

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy 2021 , publisher=

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This paper cites 1965 , publisher=.

Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy 1965 , publisher=

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy 1981 , publisher=

Reference 65

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This paper cites Annali della Scuola Normale Superiore di Pisa.

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Reference 67

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy 2016 , publisher=

Reference 68

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy 1978 , volume=

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy 2010 , Publisher =

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy 2013 , publisher=

Reference 73

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Reference 74

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Reference 75

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Reference 76

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Reference 77

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Reference 78

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Proceedings of the Royal Society of Edinburgh Section A: Mathematics , volume =

Reference 79

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Nonlinear Analysis , volume =

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Journal of Convex Analysis , volume =

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Annali della Scuola Normale Superiore di Pisa-Classe di Scienze , volume=

Reference 83

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Philosophical Transactions of the Royal Society A: Mathematical, Physical and Engineering Sciences , volume =

Reference 84

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Calculus of Variations and Partial Differential Equations , volume =

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Reference 86

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Cartesian Currents in the Calculus of Variations I: Cartesian Currents , series =

Reference 87

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Cartesian Currents in the Calculus of Variations II: Variational Integrals , series =

Reference 88

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Optimal thresholds for preserving embeddedness of elastic flows , journal =

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Annali della Scuola Normale Superiore di Pisa, Classe di Scienze , volume =

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Reference 92

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy An obstacle problem for the p -elastic energy , journal =

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Reference 94

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Reference 95

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Reference 96

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Symmetric

Reference 97

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Regular Curves, Singular Graphs: Cantor Parts and the Relaxed Willmore Energy Nonlinear Anal

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Reference 99

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Reference 100

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