J. Vindas

activity

20242026

(I^c ◯)

for spaces of smooth and ultradifferentiable vectors associated with Lie group representations

1 citations · 1 across the 5 of their papers we have counts for

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math.NT2026

A Wiener-Ikehara type theorem and its application to Chebyshev bounds for Beurling primes

Yarne Tranoy, Jasson Vindas

We provide a new version of the Wiener-Ikehara theorem where one deduces bounds $0 < x \to \infty lim inf \frac{S ( x )}{e ^{x}} \leq x \to \infty lim sup \frac{S ( x )}{e ^{x}} < \infty$ …

math.NT2024

On the estimate $M (x) = o (x)$ for Beurling generalized numbers

Jasson Vindas

We show that the sum function of the MÃ¶bius function of a Beurling number system must satisfy the asymptotic bound $M (x) = o (x)$ if it satisfies the prime number theorem and its pri…

math.NT2024

A new generalized prime random approximation procedure and some of its applications

Frederik Broucke, Jasson Vindas

We present a new random approximation method that yields the existence of a discrete Beurling prime system $P = {p_{1}, p_{2}, \dots}$ which is very close in a certain p…

A Wiener-Ikehara type theorem and its application to Chebyshev bounds for Beurling primes

On the estimate M(x)=o(x) for Beurling generalized numbers

A new generalized prime random approximation procedure and some of its applications

On the estimate $M (x) = o (x)$ for Beurling generalized numbers