Abstract: Since the publication of Gutiérrez et al. (2024), the authors have identified several typographical mistakes and some minor transcription errors. While these do not affect the primary ...

$$ \zeta(s) = \sum_{n=1}^{\infty} \frac{1}{n^s} $$ Therefore, the zeta function terms can be expressed as: $$ \frac{1}{n^{(a+bi)}} = \frac{1}{n^a \left( \cos(b \ln n ...

Blackburn with Darwen Council has written off more than £2.5million of bad debts as irrecoverable. The figure is revealed in a report by the authority’s finance director Dean Langton to councillors.

This webinar is aimed at applicants and beneficiaries who are or will be involved in lump sum financing.

Imagine meeting a stranger at a party. What makes for a successful encounter? Lesson one is to heed the wisdom of a shampoo commercial from the 1980s: you never get a second chance to make a first ...

These recommendations are aimed primarily to my students from the at the University of Helsinki, but many points are likely to apply to related programmes and other institutions. In fact, most of this ...

ABSTRACT: Riemann (1859) had proved four theorems: analytic continuation ζ( s ) , functional equation ξ( z )=G( s )ζ( s ) ( s=1/2 +iz , z=t−i( σ−1/2 ) ), product expression ξ 1 ( z ) and ...

Building a content marketing plan is essential for any new business. Marketing teams can refine their approach with the help of data. Using these tips and tools, your content creation process will ...

Abstract: The Riemann sum method (RSM) was introduced almost two decades ago as an efficient parameter computation method for the design of narrowband multiple-input multiple-output (MIMO) mobile ...