Complex Number and its Conjugate in Continued Fraction | Zendy

A. Gnanam | Zendy; S. Krithika | Zendy

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Complex Number and its Conjugate in Continued Fraction

Author(s) -

A. Gnanam,

S. Krithika

Publication year - 2019

Publication title -

international journal of innovative technology and exploring engineering

Language(s) - English

Resource type - Journals

ISSN - 2278-3075

DOI - 10.35940/ijitee.l3689.119119

Subject(s) - fraction (chemistry) , conjugate , complex conjugate , representation (politics) , mathematics , quadratic equation , root (linguistics) , mathematical analysis , chemistry , chromatography , law , geometry , political science , linguistics , philosophy , politics

For any equation complex roots occur in pairs. For finding a root of the equation in continued fractions algorithms are available. But to get complex roots in continued fraction no such procedure so far we have. Here, in this paper if i has a representation in continued fractions we try to find its conjugate i in terms of continued fractions. This will be useful in finding complex roots of a quadratic equations in continued fraction.

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