… generalization of the flat/projective and fp-projective periodicity theorems, as well as a common
generalization … Part (iii) of following theorem is the main result of this paper, formulated in …

… The H theorem was therefore restated by Gibbs in … theorem was generalized to quantum
mechanics by Pauli2 and by others. We shall be concerned with Pauli's form of the H theorem, …

… The answer to (A) is surprisingly simple (Theorem 6), and … Theorem 7), and here we
need some more precise information about periods which is given without proof in Theorem …

… Some results on the periodicity of transcendental meromoprhic … Without loss of generalization,
we assume that k<l. In this … Using the second main theorem of Nevanlinna theory, we have …

… We will provide a proof for the theorem in /)~. The remainder of the theorem is proved in an
… As a corollary to Theorem 3.3 we secure the following boundedhess theorem in D = Dx n D …

… To conclude the proof of Theorem 1, we let U … generalized quaternion. Therefore, G has
periodic cohomology, that is, F is a periodic FG-module [5]. The sequence giving the periodicity …

… We shall call the space P(l\) the generalized eigenspace associated with h. More generally,
let fl = … Then there is a generalized eigenspace P(4) associated with ,4 which is spanned by a …

… theorem of Bieberbach. Moreover, it affords the opportunity to digress onto subjects that
motivated the proof-periodicity … 464, Hopf asked for an intrinsic proof and generalization of the …

… In this notes we discuss the periodicity problems in the representation … The class of
periodic groups contains the cyclic groups, generalized … Then we have the following theorem. …

… Here, we propose some generalization of that condition, and prove corresponding theorems
… 1 of [3] can be deduced directly from Theorem 1 of the present paper, while Theorems 2 and …