Science
New mathematical method improves calculations for systems limited by their smallest input
Source: Phys.org · Published

A harmonic increment provides a new way to improve smooth approximations of the minimum function. In a recent paper, published in the Journal of Inequalities and Applications, Prof. Thomas A. Weber shows how a harmonic-increment transformation brings any smooth estimate that lies strictly below the minimum closer to it, while keeping the improved estimate below the minimum, so it remains a…
Key points
- A harmonic increment provides a new way to improve smooth approximations of the minimum function.
- In a recent paper, published in the Journal of Inequalities and Applications, Prof.
- Weber shows how a harmonic-increment transformation brings any smooth estimate that lies strictly below the minimum closer to it, while keeping the improved estimate below the minimum, so it remains a…
Related stories
- Grand Theft Astro: Stars' criminal histories could reshape estimates of their internal magnetic fields
Phys.org · 29 Oct 2026, 15:20

- Ultrathin carbon ribbons conduct electricity like metals in first successful synthesis
Phys.org · 29 Oct 2026, 15:10

- Underpreparing for severe climate risks can cost the UK far more than overpreparing, experts warn
Phys.org · 29 Oct 2026, 15:00

- Brighter evenings, darker school mornings: Permanent daylight saving time could put children's safety at risk
Phys.org · 29 Oct 2026, 15:00

- What makes forest protection work?
Phys.org · 29 Oct 2026, 14:40

- Theoretical method uses light to locate anyons, potential quantum computing building blocks
Phys.org · 29 Oct 2026, 14:40

We are a news aggregator: we show the headline and a short excerpt with a link to the original source. We never republish full articles.