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math.GM2000★ 9 cited
Bifurcating Continued Fractions II
Ashok Kumar Mittal, Ashok Kumar Gupta
In an earlier paper we introduced the notion of 'bifurcating continued fractions' in a heuristic manner. In this paper a formal theory is developed for the 'bifurcating continued f…
math.GM2000
Roots of any Polynomial with Complex Integer Coefficients using Replacement Sequences, Ruler and Compass
Ashok Kumar Mittal, Ashok Kumar Gupta
The roots of any polynomial of degree m with complex integer coefficients can be computed by manipulation of sequences made from distinct symbols and counting the different symbols…
math.GM2000★ 2 cited
Symbolic computation of the roots of any polynomial with integer coefficients
Ashok Kumar Mittal, Ashok Kumar Gupta
The roots of any polynomial of degree m with integer coefficients, can be computed by manipulation of sequences made from 2m distinct symbols and counting the different symbols in…