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Proc Amer Assoc Cancer Res, Volume 47, 2006
5558
Acute myeloid leukemia (AML) is in dire need of novel therapeutic agents. Immunoconjugates combine the ability to directly target AML cells and… (More)

Recent work has shown that the study of supercharacters on abelian groups provides a natural framework within which to study certain exponential sums of interest in number theory. Our aim here is to… (More)

- Bob Lutz
- 2016

Recent work has introduced the study of graphical properties of cyclic supercharacters, functions $\mathbb{Z}/n\mathbb{Z}\to \mathbb{C}$ whose values are exponential sums with close connections to… (More)

Our aim in this note is to present four remarkable facts about quotient sets. These observations seem to have been overlooked by the MONTHLY, despite its intense coverage of quotient sets over the… (More)

- Bob Lutz
- 2009

- Gyanesh Chander, Bob Lutz
- 2014

- Bob Lutz
- 2018

This paper defines Dirichlet matroids, a class of matroids arising from electrical networks and almost-balanced biased graphs. We prove four main results. First we use properties of the electrical… (More)

We present two novel results about Hilbert space operators which are nilpotent of order two. First, we prove that such operators are indestructible complex symmetric operators, in the sense that… (More)

Various algebraic properties of Heilbronn's exponential sum can be deduced through the use of supercharacter theory, a novel extension of classical character theory due to Diaconis-Isaacs and Andre.… (More)

Abstract Various algebraic properties of Heilbronn's exponential sum can be deduced through the use of supercharacter theory, a novel extension of classical character theory due to Diaconis–Isaacs… (More)