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A direct proof of a result of Thue 

Currie, James D. (Utilitas Mathematica, 1984)
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The Complexity of the Simplex Algorithm 

Currie, James (Carleton University, 1984-08)
The thesis begins by giving background in linear programming and Simplex methods. Topics covered include the duality theorem, Lemke's algorithm, and the pathological programs of Klee-Minty. Because of the bad behaviour ...
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Class Numbers and Biquadratic Reciprocity 

Williams, Kenneth S.; Currie, James D. (Cambridge University Press, 1982)
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Non repetitive walks in graphs and digraphs 

Currie, James Daniel (The University of Calgary, 1987-06)
A word $w$ over alphabet $\Sigma$ is {\em non-repetitive} if we cannot write $w=abbc$, $a,b,c\in\Sigma^*$, $b\ne\epsilon$. That is, no subword of $w$ appears twice in a row in $w$. In 1906, Axel Thue, the Norwegian number ...

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AuthorCurrie, James D. (2)Currie, James (1)Currie, James Daniel (1)Williams, Kenneth S. (1)SubjectBiquadratic Reciprocity (1)Class Numbers (1)combinatorics on words, non-repetitive words, square-free words, words walked on graphs (1)Complexity (1)Lemke's algorithm (1)Linear programming (1)Quadratic partitions (1)Sequences (1)Simplex algorithm (1)... View MoreDate Issued1984 (2)1982 (1)1987 (1)Has File(s)Yes (4)

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