When a target manifold is complete with a bounded curvature,we prove that there exists a unique global solution which satisfies the Euler-lagrange equation of■(∅,φ)=∫R1+1{(|d∅|2+(ψþψ)}dtdx for the given Cauc...When a target manifold is complete with a bounded curvature,we prove that there exists a unique global solution which satisfies the Euler-lagrange equation of■(∅,φ)=∫R1+1{(|d∅|2+(ψþψ)}dtdx for the given Cauchy data.展开更多
文摘When a target manifold is complete with a bounded curvature,we prove that there exists a unique global solution which satisfies the Euler-lagrange equation of■(∅,φ)=∫R1+1{(|d∅|2+(ψþψ)}dtdx for the given Cauchy data.
