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Bibliography
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- A. Eremenko and A. Gabrielov,
Rational functions with real critical
points and the B. and M. Shapiro conjecture in real
enumerative geometry, Ann. of Math. (2)
155 (2002), 105--129.
- A. Eremenko and A. Gabrielov,
Elementary proof of the
B. and M. Shapiro conjecture for rational
functions, October 2005.
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A. Eremenko, A. Gabrielov, M. Shapiro, and
A. Vainshtein, Rational
functions and real Schubert calculus, Proc. AMS, to appear.
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J. Ruffo, Y. Sivan, E. Soprunova, and
F. Sottile, Experimentation and
Conjectures in the real Schubert calculus for flag
manifolds,
Exper. Math., to appear.
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F. Sottile, The special Schubert
calculus is real, ERA of the AMS 5 (1999), 35--39.
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F. Sottile, Real Schubert calculus:
Polynomial systems and a conjecture of Shapiro and
Shapiro, Exper. Math. 9 (2000), 161--182.
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F. Sottile, Some real and unreal
enumerative geometry for flag manifolds,
Mich. Math. J. 48 (2000), 573--592.
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/~sottile/pages/Flags/index.html,
Experimentation and Conjectures in the Real
Schubert Calculus, a web page companion to 4.
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/~sottile/pages/shapiro/index.html,
The Conjecture of Shapiro and Shapiro, a
web page companion to 6.
Copies of 4 are available.