Pages that link to "Item:Q344426"
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The following pages link to A note on the heat flow of harmonic maps whose gradients belong to \(L^q_t L^p_x\) (Q344426):
Displaying 6 items.
- On regularizing-rate estimates for solutions to the heat flow with initial value problem (Q362528) (← links)
- Heat flow of harmonic maps whose gradients belong to \(L^{n}_{x}L^{\infty}_{t}\) (Q930399) (← links)
- Nonuniqueness of the heat flow of director fields (Q969250) (← links)
- Regularity for the approximated harmonic map equation and application to the heat flow for harmonic maps (Q1566323) (← links)
- The blow-up locus of heat flows for harmonic maps (Q1569953) (← links)
- Finite time blowup of the \(n\)-harmonic flow on \(n\)-manifolds (Q1703129) (← links)
