Pages that link to "Item:Q3772819"

The following pages link to A NONEXISTENCE THEOREM FOR THE TWO-DIMENSIONAL AMLOGUE OF THE CATENARY (Q3772819):

Displaying 15 items.

• On a singular variational integral with linear growth. I: Existence and regularity of minimizers (Q1106463) (← links)
• The \(n\)-dimensional analogue of the catenary: Existence and non-existence (Q1107104) (← links)
• How to blow infinitely large soap bubbles with a fixed boundary (Q1174260) (← links)
• A Bernstein result for energy minimizing hypersurfaces (Q1315047) (← links)
• Invariant singular minimal surfaces (Q1647724) (← links)
• Uniqueness of critical points and maximum principles of the singular minimal surface equation (Q1710726) (← links)
• The Dirichlet problem for the \(\alpha \)-singular minimal surface equation (Q1721767) (← links)
• Equilibrium of surfaces in a vertical force field (Q2053766) (← links)
• A dome subjected to compression forces: a comparison study between the mathematical model, the catenary rotation surface and the paraboloid (Q2112936) (← links)
• The two-dimensional analogue of the Lorentzian catenary and the Dirichlet problem (Q2181515) (← links)
• The one dimensional case of the singular minimal surfaces with density (Q2417665) (← links)
• A Weierstrass type representation for translating solitons and singular minimal surfaces (Q2674863) (← links)
• On the topological structure of the set of generalized solutions of the catenary problem (Q3685327) (← links)
• What Is the Shape of a Cupola? (Q5880268) (← links)
• Ruled singular minimal surfaces (Q6141368) (← links)