Proves spectral inclusion and mapping theorems for scalar type spectral operators and extends a weak spectral mapping theorem for C0-semigroups to complex Banach spaces.
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Proves that the derivative is chaotic in C[a,b] and L_p(a,b) via the author's prior sufficient condition for linear chaos.
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On spectral inclusion and mapping theorems for scalar type spectral operators and semigroups
Proves spectral inclusion and mapping theorems for scalar type spectral operators and extends a weak spectral mapping theorem for C0-semigroups to complex Banach spaces.
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On the chaoticity of derivatives
Proves that the derivative is chaotic in C[a,b] and L_p(a,b) via the author's prior sufficient condition for linear chaos.