6 The construction and the proof
The construction carries a matrix over \(\iota \) for the first family and an operator on \(H\) for the second, each controlled by its potential. This chapter runs it and proves Theorem 1.1.
The construction carries a matrix over \(\iota \) for the first family and an operator on \(H\) for the second, each controlled by its potential. This chapter runs it and proves Theorem 1.1.