On ideals generated by $a$-fold products of linear forms

29 March 2020

Mathematics - Research News

Tohaneanu. Source: Journal of Commutative Algebra, Forthcoming articles, --.

Latest news

Transforming common soft magnets into a next-generation thermoelectric conversion materials by 3 minutes heat treatment

Nanotechnology News

09 May 2024

A research team has demonstrated that an iron-based amorphous alloy, widely used as a soft magnetic material in transformers and motors, can be transformed into a 'transverse' thermoelectric conversion material that converts electric and thermal currents in orthogonal directions, with just a short...

New phononics materials may lead to smaller, more powerful wireless devices

Physics General News

09 May 2024

What if your earbuds could do everything your smartphone can do already, except better? What sounds a bit like science fiction may actually not be so far off. A new class of synthetic materials could herald the next revolution of wireless technologies, enabling devices to be smaller, require less...

New machine learning algorithm promises advances in computing

Physics General News

09 May 2024

Systems controlled by next-generation computing algorithms could give rise to better and more efficient machine learning products, a new study suggests....

Ultrasound experiment identifies new superconductor

Quantum Physics News

09 May 2024

With pulses of sound through tiny speakers, Cornell physics researchers have clarified the basic nature of a new superconductor....

Quantum breakthrough sheds light on perplexing high-temperature superconductors

Quantum Physics News

09 May 2024

Superfast levitating trains, long-range lossless power transmission, faster MRI machines—all these fantastical technological advances could be in our grasp if we could just make a material that transmits electricity without resistance—or "superconducts"—at around room temperature....

Search form

You are here

On ideals generated by &#36;a&#36;-fold products of linear forms

On ideals generated by $a$-fold products of linear forms