The height of an infinite parallelotope is infinite
The height of an infinite parallelotope is infinite
The height of an infinite parallelotope is infinite
The height of an infinite parallelotope is infinite
The height of an infinite parallelotope is infinite
The height of an infinite parallelotope is infinite
The height of an infinite parallelotope is infinite
The height of an infinite parallelotope is infinite
The height of an infinite parallelotope is infinite
The height of an infinite parallelotope is infinite
The height of an infinite parallelotope is infinite
The height of an infinite parallelotope is infinite
The height of an infinite parallelotope is infinite
The height of an infinite parallelotope is infinite
The height of an infinite parallelotope is infinite
The height of an infinite parallelotope is infinite

Infinitely high parallelotopes

Representation theory

The height of an infinite parallelotope is infinite, an essential ingredient to prove the irreducibility of unitary representations of some infinite-dimensional groups.

The height of an infinite parallelotope is infinite

Submitted

A. V. Kosyak

Submitted

A. V. Kosyak