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SHAPE PRESERVING PROPERTIES OF THE GENERALIZED BASKAKOV OPERATORS

Year 2016, Volume: 29 Issue: 1, 87 - 94, 21.03.2016

Abstract

The present paper deals with the shape preserving properties of a new Baskakov type operators. Our results are based on a function such as the

References

  • Baskakov V. An instance of a sequence of linear positive operators in the space of continuous functions. Dokl. Akad.
  • Nauk. SSSR (N.S.) 1957; 113 (2): 249–251.
  • Cardenas-Morales D, Garrancho P, Ra¸sa I. Bernstein-type operators which preserve polynomials. Computers and
  • Mathematics with Applications. 2011; 62: 158-163.
  • Aral A, Inoan D, Ra¸sa I. On the generalized Szasz-Mirakyan operators. Results in Mathematics. 2014; 65 (3-4):
  • -452.
  • Mishra V-N, Khatri K, Mishra L-N. Statistical approximation by Kantorovich-type discrete q
  • in Di¤erence Equations. 2013; 2013 (1): 345.
  • Wang Y, Zhou Y. Shape Preserving Properties for Bernstein-Stancu operators. Journal of Mathematics. 2014; 2014:
  • Article ID 603694, 5 pages.
  • Örkcü M, Do¼gru O. q
  • matics Letters. 2011; 24 (9): 1588-1593.
  • Örkcü M,Approximation properties of bivariate extension of q-Szasz- Mirakjan-Kantorovich operators. Journal of In-
  • equalities and Applications. 2013; 324.
  • Wang H, Pu F, Wang K.Shape-Preserving and Convergence Properties for the q-Szász-Mirakjan Operators for Fixed
  • q 2 (0; 1) :Abstract and Applied Analysis, 2014; 2014: Article ID 563613, 8 pages.
  • Zhang C, Zhu Z. Preservation properties of the Baskakov Kantorovich operators. Computers and Mathematics with
  • Applications. 2009; 57: 1450–1455.
  • Aral A, Gupta V, Agarwal R-P. Applications of q
  • Agrawal P-N, Karsli H, Goyal M. Szász-Baskakov type operators based on q
  • Applications. 2014; 2014: 441.
Year 2016, Volume: 29 Issue: 1, 87 - 94, 21.03.2016

Abstract

References

  • Baskakov V. An instance of a sequence of linear positive operators in the space of continuous functions. Dokl. Akad.
  • Nauk. SSSR (N.S.) 1957; 113 (2): 249–251.
  • Cardenas-Morales D, Garrancho P, Ra¸sa I. Bernstein-type operators which preserve polynomials. Computers and
  • Mathematics with Applications. 2011; 62: 158-163.
  • Aral A, Inoan D, Ra¸sa I. On the generalized Szasz-Mirakyan operators. Results in Mathematics. 2014; 65 (3-4):
  • -452.
  • Mishra V-N, Khatri K, Mishra L-N. Statistical approximation by Kantorovich-type discrete q
  • in Di¤erence Equations. 2013; 2013 (1): 345.
  • Wang Y, Zhou Y. Shape Preserving Properties for Bernstein-Stancu operators. Journal of Mathematics. 2014; 2014:
  • Article ID 603694, 5 pages.
  • Örkcü M, Do¼gru O. q
  • matics Letters. 2011; 24 (9): 1588-1593.
  • Örkcü M,Approximation properties of bivariate extension of q-Szasz- Mirakjan-Kantorovich operators. Journal of In-
  • equalities and Applications. 2013; 324.
  • Wang H, Pu F, Wang K.Shape-Preserving and Convergence Properties for the q-Szász-Mirakjan Operators for Fixed
  • q 2 (0; 1) :Abstract and Applied Analysis, 2014; 2014: Article ID 563613, 8 pages.
  • Zhang C, Zhu Z. Preservation properties of the Baskakov Kantorovich operators. Computers and Mathematics with
  • Applications. 2009; 57: 1450–1455.
  • Aral A, Gupta V, Agarwal R-P. Applications of q
  • Agrawal P-N, Karsli H, Goyal M. Szász-Baskakov type operators based on q
  • Applications. 2014; 2014: 441.
There are 21 citations in total.

Details

Journal Section Mathematics
Authors

Mediha Örkçü

Prashant Kumar Patel

Vishnu Narayan Mishra This is me

Publication Date March 21, 2016
Published in Issue Year 2016 Volume: 29 Issue: 1

Cite

APA Örkçü, M., Patel, P. K., & Mishra, V. N. (2016). SHAPE PRESERVING PROPERTIES OF THE GENERALIZED BASKAKOV OPERATORS. Gazi University Journal of Science, 29(1), 87-94.
AMA Örkçü M, Patel PK, Mishra VN. SHAPE PRESERVING PROPERTIES OF THE GENERALIZED BASKAKOV OPERATORS. Gazi University Journal of Science. March 2016;29(1):87-94.
Chicago Örkçü, Mediha, Prashant Kumar Patel, and Vishnu Narayan Mishra. “SHAPE PRESERVING PROPERTIES OF THE GENERALIZED BASKAKOV OPERATORS”. Gazi University Journal of Science 29, no. 1 (March 2016): 87-94.
EndNote Örkçü M, Patel PK, Mishra VN (March 1, 2016) SHAPE PRESERVING PROPERTIES OF THE GENERALIZED BASKAKOV OPERATORS. Gazi University Journal of Science 29 1 87–94.
IEEE M. Örkçü, P. K. Patel, and V. N. Mishra, “SHAPE PRESERVING PROPERTIES OF THE GENERALIZED BASKAKOV OPERATORS”, Gazi University Journal of Science, vol. 29, no. 1, pp. 87–94, 2016.
ISNAD Örkçü, Mediha et al. “SHAPE PRESERVING PROPERTIES OF THE GENERALIZED BASKAKOV OPERATORS”. Gazi University Journal of Science 29/1 (March 2016), 87-94.
JAMA Örkçü M, Patel PK, Mishra VN. SHAPE PRESERVING PROPERTIES OF THE GENERALIZED BASKAKOV OPERATORS. Gazi University Journal of Science. 2016;29:87–94.
MLA Örkçü, Mediha et al. “SHAPE PRESERVING PROPERTIES OF THE GENERALIZED BASKAKOV OPERATORS”. Gazi University Journal of Science, vol. 29, no. 1, 2016, pp. 87-94.
Vancouver Örkçü M, Patel PK, Mishra VN. SHAPE PRESERVING PROPERTIES OF THE GENERALIZED BASKAKOV OPERATORS. Gazi University Journal of Science. 2016;29(1):87-94.