Table of Contents:
  • Basic vector analysis. Elements of vector algebra and solid geometry I
  • Vector algebra and solid geometry II
  • Vector algebra III
  • Vector calculus I
  • Vector calculus II
  • Vector calculus III
  • Vector calculus IV
  • Vector and tensor applications. Potential theory I
  • Potential theory II
  • Hydrodynamical applications
  • Electrical applications
  • Cartesian tensor analysis I
  • Cartesian tensor analysis II
  • Further applications of the tensor calculus
  • Solutions to problems.