• Publications
• Influence
Bounded semigroups of matrices
• Mathematics
• 15 March 1992
In this note are proved two conjectures of Daubechies and Lagarias. The first asserts that if Z is a bounded set of matrices such that all left infinite products converge, then 8 generates a boundedExpand
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• 39
• PDF
An Introduction to Probability and Stochastic Processes
This textbook aims to provide students with a straightforward introduction to the mathematical theory of probability. Expand
• 59
• 4
Structure and stability of constant-alpha force-free fields
The Woltjer-Taylor hypothesis suggests that constant-..cap alpha.. force-free fields may arise naturally as a result of magnetic helicity conservation during field relaxation. Thus, an analysis ofExpand
• 91
• 3
Disjoint covering systems of rational beatty sequences
• Mathematics, Computer Science
• J. Comb. Theory, Ser. A
• 1 May 1986
We prove that for a disjoint covering system with rational moduli, the two largest numerators of the moduli are identical for at least three moduli. Expand
• 15
• 1
New results for covering systems of residue sets
• Mathematics
• 1986
We announce some new results about systems of residue sets. A residue set R C Z is an arithmetic progression R = {a,a±n,a± 2n,...}. The positive integer n is referred to as the modulus of R.Expand
• 12
• 1
• PDF
Multidimensional two-scale dilation equations
• Mathematics
• 1 September 1993
Abstract . This work involves the study of multidimensional scaling functions. These functions satisfy a two-scale dilation equation, just as the 1-D scaling functions which are used to construct 1-DExpand
• 16
• 1
Modeling SOx trapping on a copper-doped CuO/SBA-15 sorbent material.
A mixture of SO2 and air was continuously injected in a fixed bed reactor containing a CuO/SBA-15 sorbent material and submitted to an isothermal temperature between 325 and 400 °C. The SO2 emissionsExpand
• 2
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Random walks generated by affine mappings
• Mathematics
• 1 July 1988
This article is concerned with Markov chains on ℝm constructed by randomly choosing an affine map at each stage, and then making the transition from the current point to its image under this map. TheExpand
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