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We continue our study on relationships between Bernoulli polynomials andbalancing (Lucas-balancing) polynomials. From these polynomial relations, wededuce new combinatorial identities with Fibonacci (Lucas) and Bernoullinumbers. Moreover, we prove a special identity involving Bernoulli polynomialsand Fibonacci numbers in arithmetic progression. Special cases and somecorollaries will highlight interesting aspects of our findings. Our resultscomplement and generalize these of Frontczak (2019).

More Fibonacci-Bernoulli relations with and without balancing polynomials