

Internet
Resources for Rolle's Theorem and Mean Value
Theorem
- A
Complex Analog Of Rolle Theorem And Polynomial Envelopes Of
Irreducible Differential Equations In The Complex
Domain
D. Novikov, S. Yakovenko, CiteSeer, NEC Research Institute,
Princeton, NJ
- A
Complex Analogue Of The Rolle Theorem And Polynomial Envelopes
PDF
Dmitry Novikov, Math. Dept., Purdue University, West Lafayette,
IN
- Gauss's
Mean-Value Theorem
Eric Weisstein, World of Mathematics, Wolfram Res., Inc.,
Champaign, IL
- The
Mean Value Theorem
Michael E. Moody, Dept. of Math., Harvey Mudd College, Claremont,
CA
- What
is the point of the mean value theorem?
Timothy Gowers, Dept. of Pure Math. and Math. Statistics,
University of Cambridge, UK
- Rolle's
Theorem and the Mean Value Theorem
Lawrence S. Husch, Mathematics Department, University of
Tennessee, Knoxville, TN
- Rolle's
Theorem and the Mean Value Theorem
Ian Craw, Department of Mathematical Sciences, University of
Aberdeen, Aberdeen, UK
- Mean
Value Theorem
Bert G. Wachsmuth, Mathematics and Computer Science Dept., Seton
Hall University, South Orange, NJ
- Mean
Value Theorem
John L. Orr, Dept. of Math. and Statistics, University of
Nebraska--Lincoln, NB
- Mean
Value Theorems
G. S. Gill, Department of Mathematics, Brigham Young University,
Provo, UT
- A
Proof of the Mean Value
Theorem
Linda Schneider and Gerald Dull, Systems Analyst at the OSU Field
Office on Eglin AFB
- A
Proof of Rolle's
Theorem
Bruce Ikenaga
Department of Mathematics, Millersville University, Millersville,
PA
Return
to the Complex Analysis Project
(c) John
H. Mathews 2003