Back in 1924, mathematician David Hilbert devised a paradoxical tale to play with notions of infinity in mathematics. He imagined a hotel with an infinite number of rooms.

He explains that these concepts developed for two dimensions can extended to infinite dimensions within the realm of Hilbert space. Colton, who is a researcher at the University of Delaware in the US, ...

German mathematician David Hilbert presented this supposed paradox during a 1925 lecture on infinity. The example illustrates how not all concepts can be transferred from finite to infinite cases ...

In a 1925 lecture, German mathematician David Hilbert referenced a hypothetical hotel with an infinite number of rooms, all occupied. Yet the hotel has a permanent vacancy sign.

The Problem Posed by David Hilbert. According to Live Science, the significance of this discovery lies in its connection to the famous list of unsolved mathematical problems proposed by legendary ...

Mathematicians have finally succeeded in unifying the laws of physics that govern the motions of particles at different scales. Their efforts resolve a question set by mathematician David Hilbert ...

Hilbert-type integral inequalities form an essential class of inequalities in mathematical analysis that originate from the classical inequality introduced by David Hilbert.