- GRAM POLYNOMIALS AND THE KUMMER FUNCTION R.W. BARNARD, G. DAHLQUIST, K. PEARCE, L. REICHEL, AND K.C. RICHARDS
- Local variations minimal area problem for Caratheodory functions
- A VARIATIONAL METHOD FOR HYPERBOLICALLY CONVEX FUNCTIONS
- Sharp bounds on the Hp means of the derivative of a convex function for p = -1.
- AN INEQUALITY INVOLVING THE GENERALIZED HYPERGEOMETRIC FUNCTION AND THE ARC LENGTH
- J. Math. Anal. Appl. 349 (2009) 259263 Contents lists available at ScienceDirect
- TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY
- TWO PARAMETER FAMILIES OF CLOSE-TO-CONVEX FUNC-TIONS AND CONVOLUTION THEOREMS
- Three Extremal Problems for Hyperbolically Convex Functions Roger W. Barnard, Kent Pearce, and G. Brock Williams
- An isoperimetric inequality for logarithmic Roger W. Barnard, Kent Pearce and Alexander Yu. Solynin
- Inequalities for Zero-Balanced Hypergeometric Functions Author(s): G. D. Anderson, R. W. Barnard, K. C. Richards, M. K. Vamanamurthy, M. Vuorinen
- Polynomials with non-negative coefficients R. W. Barnard W. Dayawansa
- Volume 8 (2007), Issue 3, Article 65, 5 pp. ON INEQUALITIES FOR HYPERGEOMETRIC ANALOGUES OF THE
- A SURVEY OF APPLICATIONS OF THE JULIA VARIATION ROGER W. BARNARD, KENT PEARCE AND CAROLYNN CAMPBELL
- PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY
- Ces`aro Sum Approximation of Outer Functions
- PACIFIC JOURNAL OF MATHEMATICS Vol. iii, No. i, 2003
- Inequalities for the Perimeter of an Ellipse Roger W. Barnard, Kent Pearce, Lawrence Schovanec
- Computational Methods and Function Theory Volume 2 (2002), No. 1, 229247
- Submitted exclusively to the London Mathematical Society DOI: 10.1112/S0000000000000000
- ZEROS OF CES`ARO SUM APPROXIMATIONS ROGER W. BARNARD, KENT PEARCE AND WILLIAM WHEELER
- On a Coefficient Conjecture of Brannan Roger W. Barnard, Kent Pearce, and William Wheeler
- Computational Methods and Function Theory Volume 1 (2001), No. 1, 8188
- A Short Proof of a Conjecture on the Integral Means of the Derivative of a Convex Function
