2 citations · 5 across the 5 of their papers we have counts for
6 papers
Binary Signed-Digit Integers and the Stern Polynomial
Laura Monroe
The binary signed-digit representation of integers is used for efficient computation in various settings. The Stern polynomial is a polynomial extension of the well-studied Stern d…
A Class of Trees Having Near-Best Balance
Laura Monroe
Full binary trees naturally represent commutative non-associative products. There are many important examples of these products: finite-precision floating-point addition and NAND g…
Binary Signed-Digit Integers and the Stern Diatomic Sequence
Laura Monroe
Stern's diatomic sequence is a well-studied and simply defined sequence with many fascinating characteristics. The binary signed-digit representation of integers is an alternative…
Binary Signed-Digit Integers, the Stern Diatomic Sequence and Stern Polynomials
Laura Monroe
Stern's diatomic sequence is a well-studied and simply defined sequence with many fascinating characteristics. The binary signed-digit (BSD) representation of integers is used wide…
Arithmetic of idempotents in
Kelly Isham, Laura Monroe
Idempotent elements are a well-studied part of ring theory, with several identities of the idempotents in already known. Although the idempotents are not c…
On structures induced by the power sequences of \mathbb{Z}/ m\mathbb{Z}
Kelly Isham, Laura Monroe
In this paper, we explore the structure of in terms of its orbits under modular exponentiation, illustrating this with a sequential power graph that is na…