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ON (k;h)-CONVEX STOCHASTIC PROCESSES

Year 2016, Issue: 10, 19 - 29, 01.03.2016

Lysis Gonzalez Nelson Merentes Maira Valera-lopez

Abstract

Abstaract−We introduce the class of (k, h)-convex stochastic processes and we generalize re- sults given for (k, h)-convex functions in [10] and h-convex stochastic process in [1], among them, Hermite-Hadamard and Fej´er-type inequalities

Keywords

−(k h)-convex stochastic processes h−convex stochastic processes converse Jensentype inequality Fej´er-type inequality Hermite-Hadamard-type inequality

Year 2016, Issue: 10, 19 - 29, 01.03.2016

Lysis Gonzalez Nelson Merentes Maira Valera-lopez

Abstract

There are 0 citations in total.

Details

Other ID JA43RH37NM
Journal Section Research Article
Authors

Lysis Gonzalez This is me

Nelson Merentes This is me

Maira Valera-lopez This is me

Publication Date March 1, 2016
Submission Date March 1, 2016
Published in Issue Year 2016 Issue: 10

Cite

APA Gonzalez, L., Merentes, N., & Valera-lopez, M. (2016). ON (k;h)-CONVEX STOCHASTIC PROCESSES. Journal of New Theory(10), 19-29.
AMA Gonzalez L, Merentes N, Valera-lopez M. ON (k;h)-CONVEX STOCHASTIC PROCESSES. JNT. March 2016;(10):19-29.
Chicago Gonzalez, Lysis, Nelson Merentes, and Maira Valera-lopez. “ON (k;H)-CONVEX STOCHASTIC PROCESSES”. Journal of New Theory, no. 10 (March 2016): 19-29.
EndNote Gonzalez L, Merentes N, Valera-lopez M (March 1, 2016) ON (k;h)-CONVEX STOCHASTIC PROCESSES. Journal of New Theory 10 19–29.
IEEE L. Gonzalez, N. Merentes, and M. Valera-lopez, “ON (k;h)-CONVEX STOCHASTIC PROCESSES”, JNT, no. 10, pp. 19–29, March 2016.
ISNAD Gonzalez, Lysis et al. “ON (k;H)-CONVEX STOCHASTIC PROCESSES”. Journal of New Theory 10 (March 2016), 19-29.
JAMA Gonzalez L, Merentes N, Valera-lopez M. ON (k;h)-CONVEX STOCHASTIC PROCESSES. JNT. 2016;:19–29.
MLA Gonzalez, Lysis et al. “ON (k;H)-CONVEX STOCHASTIC PROCESSES”. Journal of New Theory, no. 10, 2016, pp. 19-29.
Vancouver Gonzalez L, Merentes N, Valera-lopez M. ON (k;h)-CONVEX STOCHASTIC PROCESSES. JNT. 2016(10):19-2.


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