Title: Tangential Markov inequalities on singular varieties

Authors: L. Bos and P. Milman

Issue: Volume 55 (2006), Issue 1, 65-74

Abstract: We show that an algebraic variety in $mathbb{R}^n$ admits a tangential Markov inequality (for the derivatives of polynomials) of an exponent depending on the nature of the singularities of the variety.