Let X be a Banach space and let A be the infinitesimal generator of a C
semigroup T(t) on X, satisfying || T(t)|| ≤ Mewt.
If B is a bounded linear operator on X then A + B is the infinitesimal generator of a C0semigroup S(t) on X, satisfying ||S(t)|| ≤ Me(w + M || B ||)t.
- Linear Operator
- Bounded Linear Operator
- Continuous Semigroup
- Infinitesimal Generator
- Analytic Semigroup
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