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Start Over Author "Weng, J.F." Journal journal of combinatorial theory - series a
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2. Minimal Steiner Trees for 2k×2kSquare Lattices

Author

Brazil, M., Cole, T., Rubinstein, J.H., Thomas, D.A., Weng, J.F., and Wormald, N.C.

Abstract

We prove a conjecture of Chung, Graham, and Gardner (Math. Mag.62(1989), 83–96), giving the form of the minimal Steiner trees for the set of points comprising the vertices of a 2k×2ksquare lattice. Each full component of these minimal trees is the minimal Steiner tree for the four vertices of a square.

Published
1996
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