1995 |
14 | | Timothy Law Snyder,
J. Michael Steele:
A Priori Bounds on the Euclidean Traveling Salesman.
SIAM J. Comput. 24(3): 665-671 (1995) |
13 | EE | Timothy Law Snyder,
J. Michael Steele:
Equidistribution in All Dimensions of Worst-Case Point Sets forthe Traveling Salesman Problem.
SIAM J. Discrete Math. 8(4): 678-683 (1995) |
1994 |
12 | | Timothy Law Snyder,
J. Michael Steele:
Worst-Case TSP Point Sets in All Dimensions are Asymptotically Equidistributed.
CCCG 1994: 147-152 |
11 | EE | Jun Gao,
J. Michael Steele:
General Spacefilling Curve Heuristics and Limit Theory for the Traveling Salesman Problem.
J. Complexity 10(2): 230-245 (1994) |
10 | EE | Jun Gao,
J. Michael Steele:
Sums of Squares of Edge Lengths and Spacefilling Curve Heuristics for the Traveling Salesman Problem.
SIAM J. Discrete Math. 7(2): 314-324 (1994) |
1993 |
9 | | Timothy Law Snyder,
J. Michael Steele:
Equidistribution of Point Sets for the Traveling Salesman and Related Problems.
SODA 1993: 462-466 |
1992 |
8 | EE | Timothy Law Snyder,
J. Michael Steele:
A Priori Inequalities for the Euclidean Traveling Salesman.
Symposium on Computational Geometry 1992: 344-349 |
7 | | J. Michael Steele:
Euclidean semi-matchings of random samples.
Math. Program. 53: 127-146 (1992) |
1989 |
6 | EE | J. Michael Steele:
Certifying smoothness of discrete functions and measuring legitimacy of images.
J. Complexity 5(3): 261-270 (1989) |
5 | | J. Michael Steele,
Timothy Law Snyder:
Worst-Case Growth Rates of Some Classical Problems of Combinatorial Optimization.
SIAM J. Comput. 18(2): 278-287 (1989) |
1982 |
4 | | J. Michael Steele,
Andrew Chi-Chih Yao:
Lower Bounds for Algebraic Decision Trees.
J. Algorithms 3(1): 1-8 (1982) |
1981 |
3 | EE | J. Michael Steele:
Long unimodal subsequences: a problem of F.R.K. Chung.
Discrete Mathematics 33(2): 223-225 (1981) |
2 | | Martin H. Ellis,
J. Michael Steele:
Fast Sorting of Weyl Sequences Using Comparisons.
SIAM J. Comput. 10(1): 88-95 (1981) |
1978 |
1 | | J. Michael Steele:
Existence of Submatrices with All Possible Columns.
J. Comb. Theory, Ser. A 24(1): 84-88 (1978) |