Borodin hopcroft
WebBorodin, Hopcroft, von zur Gathen. Fast parallel matrix and gcd computations. Proc. 3. A. Borodin 4. W. order now. Finding connected components of a semialgebraic set in . by M Ben-Or 1984 Cited by 394 THE COMPLEXITY OF ELEMENTARY ALGEBRA AND GEOMETRY. (preliminary version). Michael Ben-Or, MIT. WebAug 1, 1996 · We study the cut-through with partial cuts model which is most commonly used in practice. We present the first algorithms, deterministic and probabilistic, based on this model for the permutation...
Borodin hopcroft
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WebSuppose we want to use thed-dimensional butterfly network as an indirect communication network with the nodes at layerdbeing the inputs and the nodes in layer 0 being the outputs. Then we know from the Borodin-Hopcroft lower bound that a permutation can be constructed so thatΩ(√. 2 d)paths go through a single node. WebMay 1, 1990 · We generalize the Borodin-Hopcroft lower bound on oblivious routing by proving that any oblivious randomized algorithm on a polylogarithmic degree network …
WebWe generalize the Borodin-Hopcroft lower bound on oblivious routing by proving that any randomized oblivious algorithm on a polylogarithmic degree network requires at least … WebWe generalize the Borodin-Hopcroft lower bound on oblivious routing by proving that any randomized oblivious algorithm on a polylogarithmic degree network requires at least …
WebOur algorithm is adaptive and we show that this is necessary to achieve the logarithmic speedup. We generalize the Borodin-Hopcroft lower bound on oblivious routing by … WebFeb 1, 1998 · We generalize the Borodin-Hopcroft lower bound on oblivious routing by proving that any randomized oblivious algorithm on a polylogarithmic degree network requires at least (log2 N/log logN) bit ...
WebMay 15, 2015 · Borodin-Hopcroft lower bound, can perform poorly in certain . situations. Faulty nodes or d evices may disconnect c ertain . source-destination pairs. This will …
WebJun 1, 1985 · The first task is to denest ,Ja2-b2r1 = /(112+70 )2-(46+34,2)2 x 5 = /204+40h recursively. This proceeds as in section 2, with the resulting denesting d = /204 + 40V/_2 … lowes flexstone shower kitsWebFeb 5, 2015 · We generalize the Borodin-Hopcroft lower bound on oblivious routing by proving that any randomized oblivious algorithm on a polylogarithmic degree network requires at least (log2 N/log logN) bit ... lowes flex water hoseWebby A Borodin, J E Hopcroft, merging Routing Venue: J. Comput. Syst. Sci: Add To MetaCart. Tools. Sorted by: Results 11 - 20 of 25. Next 10 →. UNIVERSAL BUFFERLESS PACKET SWITCHING by ... lowes flint quartz bath vanityWebis similar to the classic Borodin-Hopcroft lower bound proof [7] but extends their method and result in two ways. First, the lower bound applies to almost all permutations, and second, it applies to a wider class of algorithms: randomized oblivious algorithms as opposed to deterministic oblivious algorithms. Our only lowes flicker bulbWeb6.2 The Borodin-Hopcroft lower bound The nice property of the x ¡ y routing strategy is that it just has to specify one path for each source-destination pair. Does this suffice to obtain good oblivious routing strategies for arbitrary networks? The next theorem shows that there is a limit to this. A permutation routing problem is a problem in lowes flex tapeWebFeb 4, 1994 · We generalize the Borodin-Hopcroft lower bound on oblivious routing by proving that any randomized oblivious algorithm on a polylogarithmic degree network requires at least (log2 N/log logN) bit ... lowes floating shelves blackWebA Borodin, J von zur Gathem, J Hopcroft. 23rd annual symposium on foundations of computer science (sfcs 1982), 65-71, 1982. 339: 1982: Adversarial queuing theory. A … james sprague facebook