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Bertram, Aaron - Department of Mathematics, University of Utah
NEW RECURSIONS FOR GENUSZERO GROMOVWITTEN AARON BERTRAM AND HOLGER P. KLEY
On the quantum cohomology of a symmetric product of an algebraic curve
Another way to enumerate rational curves with torus actions Aaron Bertram
THE FORMULA 12 = 10 + 2 \Theta 1 AND ITS GENERALIZATIONS: COUNTING RATIONAL CURVES ON F 2
Using Symmetry to Count Rational Curves Aaron Bertram 1
Some Applications of Localization to Enumerative Problems Aaron Bertram 1
On stable rank two bundles with canonical determinant and many sections
On stable rank two bundles with canonical determinant and many sections
Another way to enumerate rational curves with torus actions Aaron Bertram
Using Symmetry to Count Rational Curves Aaron Bertram1
NEW RECURSIONS FOR GENUS-ZERO GROMOV-WITTEN INVARIANTS
Some Applications of Localization to Enumerative Problems Aaron Bertram1
On the quantum cohomology of a symmetric product of an algebraic curve
THE FORMULA 12 = 10 + 2 x 1 AND ITS GENERALIZATIONS: COUNTING RATIONAL CURVES ON F2