Focuses on nonlinear semigroups in Banach spaces, not touching on the subdifferential evolution equation. Chapters discuss basic results of functional analysis, dissipative operators, semigroups of nonlinear contractions and generation of such semigroups, Cauchy problems for evo…
Is there a class of measures which is natural for sofic systems in the same way that Markov measures are natural for subshifts of finite type? Motivated by this question, we identify and study a class of finitary measures on sofic systems. We aim to convince the reader that, in …
In Chapter I, various (numerical) semigroup-theoretic concepts and constructions are introduced and characterized. Applications in Chapter II are made to the study of Noetherian local one-dimensional analytically irreducible integral domains, especially for the Gorenstein, maxi…
The problem of classifying semigroups of endomorphisms of type [italic]I[subscript]infinity symbol factors to outer conjugacy is reduced to the problem of classifying certain simpler structures associated to them, called product systems. Product systems are intimately connected …
This work deals with the general theory, both linear and non-linear, of operator semigroup product formulas of the type lim [over] n[right arrow][infinity] F(t/n) [superscript]n = G(t). The principal application is the use of the Trotter-Lie product formula e [superscript]tC = l…
