Generating sequences of PSL(2,p)

Generating Sequences of Functions

In 1934 Sierpiński [5] proved that every function from a countable family X of continuous functions f : [0, 1] → [0, 1] can be obtained as a composition of four such functions. These four functions are said to generate the aforementioned family. The sequence X is not necessarily closed under composition, so it may be more precise to say that these four functions generate a semigroup containing ...

Arising from Generating Sequences

In this note, we will discuss how to relate an operator ideal on Banach spaces to the sequential structures it defines. Concrete examples of ideals of compact, weakly compact, completely continuous, Banach-Saks and weakly Banach-Saks operators will be demonstrated.

Generating Bent Sequences

Adams, C. We introduce two general classes of bent sequences, " bent-based " and " linear-based " , and conjecture that all bent sequences fall into these classes. This gives us a framework for discussing the construction and cardinality of the set of bent sequences of any given order.

Generating Sequences of Finite Groups

Generating Random Sequences from Fingerprints

Biometrics are traditionally employed in user authentication and authorization mechanisms. The vast majority of research effort focuses on applications of biometrics in authentication, aiming to replace passwords as the access control mechanism for cryptographic keys in one way or another. However, the inherent variability in biometrics presents a readily available source of randomness, which, ...