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Issue No. 11 - November (2003 vol. 52)
ISSN: 0018-9340
pp: 1490-1494
<p><b>Abstract</b>—A (<tmath>k,K</tmath>) circuit is one which can be decomposed into nonintersecting blocks of gates where each block has no more than <tmath>K</tmath> external inputs, such that the graph formed by letting each block be a node and inserting edges between blocks if they share a signal line, is a partial k-tree. (<tmath>k,K</tmath>) circuits are special in that they have been shown to be testable in time polynomial in the number of gates in the circuit, and are useful if the constants <tmath>k</tmath> and <tmath>K</tmath> are small. We demonstrate a procedure to synthesise (<tmath>k,K</tmath>) circuits from a special class of Boolean expressions.</p>
Testing, stuck-at fault, polynomial time, k-tree, treewidth, synthesis.

V. Chandru and S. R. Naidu, "On Synthesis of Easily Testable (k, K) Circuits," in IEEE Transactions on Computers, vol. 52, no. , pp. 1490-1494, 2003.
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