Chebyshev’s bias for irrational factor function

Key Points

• The investigation reveals distinctive patterns in irrational factors, providing a unique perspective on Chebyshev's bias.
• Key metrics indicate that irrational factor functions exhibit significant deviations related to prime distribution.
• Analysis employs number theoretic methods to explore the behavior of irrational factor functions and their relationship to primes.
• These findings support further exploration of mathematical functions in number theory, highlighting Chebyshev's bias implications.