3 papers
math.CO2024
q-power symmetric functions and q-exponential formula
Vincent Brugidou
Let be an integer partition, and the -analog of the symmetric power function . This -analogue has been…
math.CO2023
On a particular specialization of monomial symmetric functions
Vincent Brugidou
Let be the monomial symmetric functions, being an integer partition of . For the specialization corresponding to the -deformation of the ex…
math.CV2012
A 2-variable power series approach to the Riemann hypothesis
Vincent Brugidou
We consider the power series in two complex variables By(fb)(x)=S_(n=0)|.A_n^b x^n y^(n(n+1)/2)., where .(-1).^n A_n^b are the non-zero coefficients of the Maclaurin series of the…