Narayanan Raghunathan

Seamless Infinity ~ Some Generalized Papers in Elementary Number Theory Narayanan Raghunathan

A series of papers in elementary number theory, generalizing some known well-known results and showing other unexplored regions. Generalized Arithmetic Progressions ? A Survey Generalized Geometric Progressions ? A Survey The Multinomial Theorems Triangular Numbers ? Some General Theorems and Related Results In?nite Sequential Averages A Generalized Elementary Sequence and Its Sum Rectangles, Golden Rectangle - A Brief Note Matrix Properties of the Most Generalized Fibonacci Sequences In?nite Family of Generalized Fibonacci Polynomials A General In?nite Family of Congruence Relations In?nite Families of Base Systems and Properties of Numbers Some General Properties of Arithmetic Functions and a Few Conjectures Some General Divisibility Statements Some General Results in Elementary Number Theory A Remarkable Consequence of the Dirichilet?s Theorem Some Fundamental Conjectures on the Distribution of Prime Numbers