2008 |
13 | EE | Randall Dougherty,
Chris Freiling,
Kenneth Zeger:
Linear Network Codes and Systems of Polynomial Equations.
IEEE Transactions on Information Theory 54(5): 2303-2316 (2008) |
2007 |
12 | EE | Randall Dougherty,
Christopher F. Freiling,
Kenneth Zeger:
Networks, Matroids, and Non-Shannon Information Inequalities.
IEEE Transactions on Information Theory 53(6): 1949-1969 (2007) |
2006 |
11 | EE | Randall Dougherty,
Kenneth Zeger:
Nonreversibility and Equivalent Constructions of Multiple-Unicast Networks.
IEEE Transactions on Information Theory 52(11): 5067-5077 (2006) |
10 | EE | J. Cannons,
Randall Dougherty,
Christopher F. Freiling,
Kenneth Zeger:
Network routing capacity.
IEEE Transactions on Information Theory 52(3): 777-788 (2006) |
9 | EE | Randall Dougherty,
Christopher F. Freiling,
Kenneth Zeger:
Unachievability of network coding capacity.
IEEE Transactions on Information Theory 52(6): 2365-2372 (2006) |
2005 |
8 | EE | Randall Dougherty,
Christopher F. Freiling,
Kenneth Zeger:
Insufficiency of linear coding in network information flow.
IEEE Transactions on Information Theory 51(8): 2745-2759 (2005) |
2004 |
7 | EE | Randall Dougherty,
Vance Faber,
Michael Murphy:
Unflippable Tetrahedral Complexes.
Discrete & Computational Geometry 32(3): 309-315 (2004) |
6 | | Randall Dougherty,
Christopher F. Freiling,
Kenneth Zeger:
Linearity and solvability in multicast networks.
IEEE Transactions on Information Theory 50(10): 2243-2256 (2004) |
5 | EE | Randall Dougherty,
Vance Faber:
The Degree-Diameter Problem for Several Varieties of Cayley Graphs I: The Abelian Case.
SIAM J. Discrete Math. 17(3): 478-519 (2004) |
1997 |
4 | | Randall Dougherty:
Narrow Coverings of omega-ary Product Spaces.
Ann. Pure Appl. Logic 88(1): 47-91 (1997) |
1993 |
3 | | Randall Dougherty:
Critical Points in an Algebra of Elementary Embeddings.
Ann. Pure Appl. Logic 65(3): 211-241 (1993) |
1987 |
2 | | Randall Dougherty:
Sequential Discreteness and Clopen-I-Boolean Classes.
J. Symb. Log. 52(1): 232-242 (1987) |
1 | | Randall Dougherty:
Monotone but not Positive Subsets of the Cantor Space.
J. Symb. Log. 52(3): 817-818 (1987) |