Global holomorphic functions in several non-commuting variables II
arXiv:1706.09973 · doi:10.4153/CMB-2017-044-4
Abstract
We give a new proof that bounded non-commutative functions on polynomial polyhedra can be represented by a realization formula, a generalization of the transfer function realization formula for bounded analytic functions on the unit disk.
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Cited by in corpus (5)
- Non-commutative manifolds, the free square root and symmetric functions in two non-commuting variables
- Bounded Real Lemma and structured singular value versus diagonal scaling: the free noncommutative setting
- Noncommutative hyperbolic metrics
- Free functions with symmetry
- Noncommutative functions are weakly algebraic on operatorial polynomial polyhedra