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Complex Structures and Vector Fields cover

The primary focus of this workshop concerns the interplay between the rich variety of structures and infinitesimal methods. The topics included in the volume are complex and harmonic analysis, complex algebraic geometry, differential geometry, mathematical physics and topology.


Contents:
  • Locally Integrable Vector Fields on Arbitrary Reduced Differentiable Spaces (K Spallek)
  • Structure des Feuilles sur les Surfaces Non Compactes (H Marzougui)
  • Isoperimetric Inequalities Depending on Injectivity Radius from Boundary (N Innami)
  • Notes on Minimal Surfaces in a 4-Dimensional Sphere (H Hashimoto)
  • Topics on the F and M Riesz Theorem (S Koshi)
  • Kinematics of Vector Fields (S Manoff)
  • On Some Structure Equations for Almost Quaternionic Hermitian Manifolds (D V Alekseevsky et al.)
  • On H-Structure Manifolds (P Xenos)

Readership: Mathematicians.