… 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 …

… a theorem on the arithmetic of elliptic function fields. In the last section, we discuss the higher
rank analogue of this theorem … In that work we show how a generalization of the periodicity …

… via (4) may seem, at first glance, unrelated to our classical understanding, Theorem 7,
Theorem 9 confirm that the crucial properties of translation invariance, summarized in (1), remain …

… Knörrer’s periodicity theorem plays an essential role in … For example, using Knörrer’s
periodicity theorem, we can show … graded versions of Knörrer’s periodicity theorem. The notion of …

… and characterizations established for generalized (equi-)Weyl … for the corresponding classes
of generalized (equi-)Weyl … In Theorem 1, we revisit Reference [14] (Theorem 2.5) once …

… finite order ” in Theorem A. In this note, by considering a different proofs, we obtain the
following result, which offers a partial answer to Yang’s Conjecture, and improves Theorem A and …

… We also find Lagrange type and Cauchy type mean value theorems for Petrovic’s type
inequality for exponentially convex and coordinated exponentially convex functions. Our …

… More generally, the virtual periodicity result stated in Theorem 1 … -Mahler-Lech theorem is
equivalent to a similar theorem on the … A natural generalization of the above theorem is the …

… that Bloch type periodicity has classical ω-periodicity and ω-… In this chapter, we introduce
some generalized Bloch-type … two basic composition theorems (see Theorems 2.3–2.4). …

… The generalized Yang’s Conjecture states that if, given an entire … In this paper, it is shown
that the generalized Yang’s conjecture … and clever idea for the proofs of Theorems 1.1 and 1.6. …