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This generates a semigroup.
It generates a semigroup.
generates a semigroup called the Malliavin semigroup.
Then generates a semigroup (see [29]).
Since generates a semigroup on, the mild solution of (SCE) can be represented by.
generates a semigroup on the space of continuous functions endowed with the uniform norm.
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If A+B generates a distribution semigroup for each operator B∈L(D(A),X) of rank-1, then A generates a holomorphic C0-semigroup.
It generates a Markov semigroup, (2.12).
It generates a linear semigroup acting on differentiable bounded functions on : (1.1).
Then A generates a translation semigroup R ( t ) and R ( t ) is equicontinuous.
In [9 12] the semilinear evolution differential inclusions (1.1) were discussed when A generates a compact semigroup.
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