Kent Pearce
Affiliations: | Texas Tech University, Lubbock, TX |
Area:
MathematicsGoogle:
"Kent Pearce"
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Publications
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| Barnard RW, Pearce K. (2009) A proof of Campbell's subordination conjecture Complex Variables and Elliptic Equations. 54: 103-117 |
| Barnard RW, Cole L, Pearce K, et al. (2006) The sharp bound for the deformation of a disc under a hyperbolically convex map Proceedings of the London Mathematical Society. 93: 395-417 |
| Barnard RW, Pearce K, Ornas GL. (2006) A variational method for hyperbolically convex functions Complex Variables and Elliptic Equations. 51: 313-327 |
| Barnard RW, Pearce K, Williams GB. (2004) Three Extremal Problems for Hyperbolically Convex Functions Computational Methods and Function Theory. 4: 97-109 |
| Barnard RW, Pearce K, Richards KC. (2000) A monotonicity property involving 3F2 and comparisons of the classical approximations of elliptical arc length Siam Journal On Mathematical Analysis. 32: 403-419 |
| Barnard RW, Pearce K, Richards KC. (2000) An inequality involving the generalized hypergeometric function and the arc length of an ellipse Siam Journal On Mathematical Analysis. 31: 693-699 |
| Barnard RW, Dahlquist G, Pearce K, et al. (1998) Gram Polynomials and the Kummer Function Journal of Approximation Theory. 94: 128-143 |
| Barnard RW, Pearce K. (1993) Sharp bounds on the Hp means of the derivative of a convex function for p=-1 ∗ Complex Variables and Elliptic Equations. 21: 149-158 |
| Barnard RW, Pearce K, Varga RS. (1993) An application from partial sums of ez to a problem in several complex variables Journal of Computational and Applied Mathematics. 46: 271-279 |
| Martin C, Miller J, Pearce K. (1990) Sums of exponentials with polynomial coefficients Applied Mathematics and Computation. 40: 33-39 |