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END USER LICENCE AGREEMENTEnd User License Agreement • June 18th, 2014
Theorem 3.1.6. Let A be a unital C∗-algebra. There exists a universal constant C0 > 0 such that for all εj, δP with 0 < δP G(δP ) ≤ C0εj and any normal element T ∈ M2(A) satisfying T ≤ 1, d2(T ) ≤ δP there exists a normal element Tε′ ∈ M2(A) such that:
