Table of Contents:
  • Quadratic Cremona transformations [by] Arnold Emch
  • Analysis of singularities of plane algebraic curves [by] Arnold Emch
  • Linear systems of plane curves [by] F. R. Sharpe
  • Planar Cremona transformations [by] Arthur B. Coble
  • Multiple correspondences between two planes [by] Virgil Snyder
  • Involutions on rational curves [by] Virgil Snyder
  • Correspondences of non-rational curves [by] Virgil Snyder
  • Cremona transformations in space and hyperspace [by] Arthur B. Coble
  • (1, 2) correspondence between S'r and Sr, r>2 [by] Virgil Snyder
  • Reduction of singularities of space curves and surfaces [by] Arnold Emch
  • Multiple correspondence in space and hyperspace [by] Virgil Snyder
  • The mapping of a rational surface on a plane [by] F. R. Sharpe
  • The mapping of a rational congruence on a plane [by] F. R. Sharpe
  • Involutions on irrational surfaces [by] Charles H. Sisam
  • Transcendental theory [by] S. Lefschetz
  • Singular correspondences between algebraic curves [by] S. Lefschetz
  • Hyperelliptic surfaces and abelian varieties [by] S. Lefschetz.