Rowley has been in charge at Salford since the beginning of the 2022 season, guiding them to two play-off finishes in the ...

The first trial collapsed in May after a judge was sensationally revealed to have participated in a clandestine documentary ...

A brilliant teen who honed her skills during the COVID-19 pandemic has solved one of math's most frustrating problems [that's ...

State Sen. Mike Cierpiot and his fellow Jefferson City Republicans are trying to destroy the initiative petition. We cannot ...

Holland, Tom Holland? Rumors have been flying about the casting of the next James Bond and the Spider-Man actor’s name has ...

When Hannah Cairo was 17 years old, she disproved the Mizohata-Takeuchi conjecture, a long-standing guess in the field of ...

When she was just 17 years old, Hannah Cairo disproved the Mizohata-Takeuchi conjecture, breaking a four-decade-old ...

• a 2-rig over a field k is a Cauchy complete k -linear symmetric monoidal category is a line object if there’s an object y with x ⊗ y ≅ I. is a bosonic line object if it is a line object and the ...

We study two variations of the distributed storage allocation problem. The goal is to allocate a given storage budget in a distributed storage system for maximum reliability. It was recently ...

The All Progressives Congress, APC, in Ekiti State has described as mere conjecture and lie from the pit of hell, the rumoured story of ex-Governor Dr. John Kayode Fayemi attempting to lure people out ...

The Langlands programme has inspired and befuddled mathematicians for more than 50 years. A major advance has now opened up new worlds for them to explore.