Pages that link to "Item:Q923231"
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The following pages link to Matzoh ball soup: A symmetry result for the heat equation (Q923231):
Displaying 8 items.
- Characterization of ellipses as uniformly dense sets with respect to a family of convex bodies (Q466951) (← links)
- The Matzoh Ball Soup Problem: a complete characterization (Q897357) (← links)
- When are the spatial level surfaces of solutions of diffusion equations invariant with respect to the time variable? (Q1808879) (← links)
- Matzoh ball soup: Heat conductors with a stationary isothermic surface (Q1860984) (← links)
- Movement of hot spots in Riemannian manifolds (Q2639353) (← links)
- A characterization of heat balls by a mean value property for temperatures (Q2716115) (← links)
- Matzoh ball soup revisited: the boundary regularity issue (Q2857537) (← links)
- Stationary isothermic surfaces and uniformly dense domains (Q3420345) (← links)