Approximation of continuous real valued functions

S.JAYASUDHA; C Vennila; T Manimozhi; R.Rajalakshmi

Approximation of continuous real valued functions

September 2017

Vol-3, Issue-5

Paper ID: 6544

ISSN: 2395-4396

Downloads: 0

Abstract & Details

Research Area

MATHEMATICS

Keywords

Supremum norm metric space Banach space sequence of polynomials normed linear space.

Abstract

The aim of the article is to trace with some details the history of approximation of functions in C [a,b] beginning with weierstrars and the constructive theory initiated by Bernstein.

License

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Author Information

#	Name	Institute / Affiliation
1	S.JAYASUDHA	prince shrivenkateshwara padmavathy engineering college
2	C Vennila	prince shrivenkateshwara padmavathy engineering college
3	T Manimozhi	prince shrivenkateshwara padmavathy engineering college
4	R.Rajalakshmi	prince shrivenkateshwara padmavathy engineering college

How to Cite

Use the following formats to cite this article in your research.

APA Style

S.JAYASUDHA, Vennila, C, Manimozhi, T, & R.Rajalakshmi (2017). Approximation of continuous real valued functions. International Journal of Advance Research and Innovative Ideas In Education, 3(5), 549-553.

MLA Style

S.JAYASUDHA, et al. "Approximation of continuous real valued functions." International Journal of Advance Research and Innovative Ideas In Education, vol. 3, no. 5, 2017, pp. 549-553.

IEEE Style

S.JAYASUDHA, C Vennila, T Manimozhi, and R.Rajalakshmi, "Approximation of continuous real valued functions," International Journal of Advance Research and Innovative Ideas In Education, vol. 3, no. 5, pp. 549-553, 2017.

Vancouver Style

S.JAYASUDHA, Vennila C, Manimozhi T, R.Rajalakshmi. Approximation of continuous real valued functions. International Journal of Advance Research and Innovative Ideas In Education. 2017;3(5):549-553.

Harvard Style

S.JAYASUDHA, Vennila, C, Manimozhi, T, & R.Rajalakshmi (2017) 'Approximation of continuous real valued functions', International Journal of Advance Research and Innovative Ideas In Education, 3(5), pp. 549-553.

Chicago Style

S.JAYASUDHA, et al. "Approximation of continuous real valued functions." International Journal of Advance Research and Innovative Ideas In Education 3, no. 5 (2017): 549-553.

Turabian Style

S.JAYASUDHA, et al. "Approximation of continuous real valued functions." International Journal of Advance Research and Innovative Ideas In Education 3, no. 5 (2017): 549-553.