LCP
Infinitely high parallelotopes
Linear algebra
We demonstrate that the height of an infinite parallelotope is infinite if no non-trivial combinations of its edges belong to .
The height of an infinite parallelotope is infinite
Submitted (2024)
We show that Γ(f0,f1,…,fm)Γ(f1,…,fm)=∞ for m+1 vectors having the properties that no non-trivial linear combination of them belongs to l2(ℕ). This property is essential in the proof of the irreducibility of unitary representations of some infinite-dimensional groups.
Submitted (2024)