Titlebook: VLSI Physical Design: From Graph Partitioning to Timing Closure; Andrew B. Kahng,Jens Lienig,Jin Hu Textbook 20111st edition Springer Scie

confide

禁止,切斷

Intersect

釘牢

阻撓

Detailed Routing,Recall from Chap. 5 that the layout region is represented by a coarse grid consisting of . (gcells) or more general . (channels, switchboxes) during global routing. Afterward, each net undergoes ..

inveigh

escalate

Andrew B. Kahng,Jens Lienig,Igor L. Markov,Jin Hu Capobianco. He defines the geodesic distribution (gd) of a connected graph as (g.,g.,g.,...), where g. is the number of pairs of vertices having i shortest paths (geodesics) between them. We discuss gd(G) and examine its relationships to dd(G) and nd(G).

飛鏢

Antimicrobial

Andrew B. Kahng,Jens Lienig,Igor L. Markov,Jin Hul path in the algorithm; these results complement and reinforce that conclusion..For the sparse case, both theory and some new experimental measurements, reported here, make the same point: for column-oriented distributed methods, the number of gridpoints (which is .(.)) must grow as .. in order to

嚙齒動(dòng)物

Andrew B. Kahng,Jens Lienig,Igor L. Markov,Jin Hu..The aim of this work is to investigate an “even-pair-like” notion that could be a structural fault present in every Berge graph. An odd pair of cliques is a pair of cliques {.., ..} such that every induced path from .. to .. with no interior vertex in .. ∪ .. has odd length. We conjecture that for