HANKEL DETERMINANT FOR BI-BAZELEVIC FUNCTION INVOLVING ERROR AND SIGMOID FUNCTION DEFINED BY DERIVATIVE CALCULUS VIA CHEBYSHEV POLYNOMIALS I. T. AWOLERE
(2020). HANKEL DETERMINANT FOR BI-BAZELEVIC FUNCTION INVOLVING ERROR AND SIGMOID FUNCTION DEFINED BY DERIVATIVE CALCULUS VIA CHEBYSHEV POLYNOMIALS I. T. AWOLERE. EKB Journal Management System, 11(2), 252-261. doi: 10.21608/jfca.2020.308659
. "HANKEL DETERMINANT FOR BI-BAZELEVIC FUNCTION INVOLVING ERROR AND SIGMOID FUNCTION DEFINED BY DERIVATIVE CALCULUS VIA CHEBYSHEV POLYNOMIALS I. T. AWOLERE". EKB Journal Management System, 11, 2, 2020, 252-261. doi: 10.21608/jfca.2020.308659
(2020). 'HANKEL DETERMINANT FOR BI-BAZELEVIC FUNCTION INVOLVING ERROR AND SIGMOID FUNCTION DEFINED BY DERIVATIVE CALCULUS VIA CHEBYSHEV POLYNOMIALS I. T. AWOLERE', EKB Journal Management System, 11(2), pp. 252-261. doi: 10.21608/jfca.2020.308659
HANKEL DETERMINANT FOR BI-BAZELEVIC FUNCTION INVOLVING ERROR AND SIGMOID FUNCTION DEFINED BY DERIVATIVE CALCULUS VIA CHEBYSHEV POLYNOMIALS I. T. AWOLERE. EKB Journal Management System, 2020; 11(2): 252-261. doi: 10.21608/jfca.2020.308659

HANKEL DETERMINANT FOR BI-BAZELEVIC FUNCTION INVOLVING ERROR AND SIGMOID FUNCTION DEFINED BY DERIVATIVE CALCULUS VIA CHEBYSHEV POLYNOMIALS I. T. AWOLERE

Journal of Fractional Calculus and Applications
Volume 11, Issue 2, 2020, Page 252-261  XML PDF (156.29 K)
Document Type: Regular research papers
DOI: 10.21608/jfca.2020.308659
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