Critical points and supersymmetric vacua, II: Asymptotics and extremal metrics

INIS

• metrics 100%
• asymptotic solutions 66%
• expansion 33%
• dimensions 33%
• topology 33%
• randomness 33%
• geometry 16%
• connections 16%
• computers 16%
• distribution 16%
• power 16%
• density 16%
• tensors 16%
• compacts 16%
• scalars 16%
• minimization 16%
• supersymmetry 16%
• m-theory 16%

Mathematics

• Critical Point 66%
• Asymptotics 50%
• Extremal 33%
• Topological Invariant 33%
• Terms 33%
• Invariant 33%
• Gaussian 16%
• Manifold 16%
• Asymptotic Expansion 16%
• Tensor 16%
• Minimization Problem 16%
• Total Mass 16%
• Integral Formula 16%
• Scalar Curvature 16%
• Minimizes 16%
• Selection 16%
• Complete 16%
• Number 16%
• Measures 16%
• Sequences 16%
• Constant 16%