International Journal of Technology

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On Some Bounds for Cebysev Functional with Applications


Affiliations
1 Department of Mathematics, Govt. College Arki, Distt. Solan, Himachal Pradesh, India
     

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A new lower bound for the unweighted Cebysev functional involving two n-tuples of real numbers is developed. Some related bounds for ischolar_mains of polynomial equation and bounds for eigen values of a square matrix with real spectrum is obtained.


Keywords

Cebysev’s Functional, Discrete Korkine Type Identity, Eigenvalues of Matrix, Roots of Polynomial Equation.
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  • On Some Bounds for Cebysev Functional with Applications

Abstract Views: 212  |  PDF Views: 0

Authors

Girish Kapoor
Department of Mathematics, Govt. College Arki, Distt. Solan, Himachal Pradesh, India

Abstract


A new lower bound for the unweighted Cebysev functional involving two n-tuples of real numbers is developed. Some related bounds for ischolar_mains of polynomial equation and bounds for eigen values of a square matrix with real spectrum is obtained.


Keywords


Cebysev’s Functional, Discrete Korkine Type Identity, Eigenvalues of Matrix, Roots of Polynomial Equation.