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en:group:seminars:20110722 [2011/07/18 11:04]
maatouk
en:group:seminars:20110722 [2016/06/23 11:26] (current)
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 Boolean randomized oblivious branching programs computing GIP-MAP, a variation of the generalized inner product problem that can be computed in time n and space O(\og^2 n) by a Boolean randomized oblivious branching programs computing GIP-MAP, a variation of the generalized inner product problem that can be computed in time n and space O(\og^2 n) by a
 deterministic Boolean branching program. deterministic Boolean branching program.
 +
 These are also the first lower bounds for randomized oblivious branching programs computing ​ explicit functions that apply for T=omega(n log n). They also show that any simulation of general branching programs by randomized oblivious ones requires either These are also the first lower bounds for randomized oblivious branching programs computing ​ explicit functions that apply for T=omega(n log n). They also show that any simulation of general branching programs by randomized oblivious ones requires either
 a superlogarithmic increase in time or an exponential increase in space. a superlogarithmic increase in time or an exponential increase in space.