# Refereed Publications

1. Homology Surgery Theory and Perfect Groups,” Topology, 16 (1976), 461-463.
2. Acyclic Localizations,” Journal of Pure and Appl. Alg., 12 (1978), 117-127.
3. Complements of Codimension-Two Submanifolds — I: The Fundamental Group,” Illinois J. of Mathematics, 22 (1978), 232–239.
4. Complements of Codimension-Two Submanifolds — II: Homology Below the Middle Dimension,” Illinois J. of Mathematics, 25 (1981), 470–497.
5. Complements of Codimension-Two Submanifolds — III: Cobordism Theory,” Pacific J. of Mathematics, 94 (1981), 423–484.
6. Group Cohomology and Equivariant Moore Spaces,” Journal of Pure and Appl. Alg., 24 (1982), 73–77.
7. Equivariant Moore Spaces,” Springer-Verlag Lecture Notes in Mathematics Series 1126 (1983), 238–270.
8. Equivariant Moore Spaces — II: The Low-Dimensional Case, Journal of Pure and Appl. Alg. 36 (1985), 187–204.
9. “Parallel Algorithms for Depth-First Searches,” Proceedings of the 1984 IEEE Symposium on Parallel Processing.
10. “Parallel Algorithms for Depth-First Searches — I: Planar Graphs,” SIAM J. on Computing, 15 (1986), 814–830.
11. Topological Realizations of Chain-Complexes. I — The General Theory,” Topology and Its Applications, 22 (1986), 301–313.
12. Equivariant Eilenberg-MacLane Spaces I — The $$\mathbb{Z}$$-torsion free case,” Proceedings of the A. M. S., 101 (1987), 731–737.
13. Topological realizations of chain-complexes II — The Rational Case,” Pacific Journal of Mathematics, 138 (1989), 169–208.
14. “Algebraic Homotopy,” Mathematisches Forschungsinstitut Oberwolfach Tagungsbericht, 39(1990), 12–14.
15. “Parallel Algorithms for Finite-Element Methods based upon Daubechies Wavelets”, Proceedings of the International Conference — Parallel Computing Technologies, Obninsk, Russia, 1993.
16. The Design and Analysis of Parallel Algorithms, (Book) Oxford University Press, 1993.
17. Iterating the Cobar Construction, (Monograph) Memoirs of the American Mathematical Society, volume 109, number 524, ISSN 0065-9266, May, 1994.
18. “Cofree coalgebras over operads” Topology and its Applications, 133 (2003), 105–138
19. “Model-categories of coalgebras over operads,” Theory and Applications of Categories, Vol. 25, 2011, No. 8, pp 189–246.
20. “Steenrod Coalgebras” Topology and its Applications, vol. 185-186 (2015), pp. 93–123

Justin R. Smith