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math.AGJan 1, 2018
authors
  • B. Wang
institutions
  • Rhode Island College
arXiv abstractPDF
paper

Real intersection theory (II)

arXiv:1801.01364

Abstract

Continuing from part (I), we develop properties of real intersection theory that turns out to be an extension of the well-established theory in algebraic geometry.

Revised section 2.2, and referred a couple of proofs in the section to another paper "Lebesgue currents"

References in corpus (3)

  • Localized intersection of currents and the Lefschetz coincidence point theorem
  • Leveled sub-cohomology
  • Cone construction II
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