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 Results 1 - 11 of 11  /   
Committee Date Time Place Paper Title / Authors Abstract Paper #
COMP 2016-10-21
14:30
Miyagi Tohoku University On lower bounds for the complexity of the Frobenius problem and its subproblems
Shunichi Matsubara (Aoyama Gakuin Univ.) COMP2016-28
In this paper, we lower bounds for the time complexity of the Frobenius problem. Given a set $A$ of coprime positive in... [more] COMP2016-28
pp.35-37
COMP 2016-09-06
11:30
Toyama Toyama Prefectural University On the inapproximability of the Frobenius problem and its relationship with the covering radius problem
Shunichi Matsubara (Aoyama Gakuin Univ.) COMP2016-16
Given coprime positive integers $a_1,cdots,a_n$, we call the problem that asks the maximum integer among all positive in... [more] COMP2016-16
pp.15-16
COMP, IPSJ-AL 2016-06-24
13:45
Ishikawa   On completeness of polynomial-time counting hierarchy under relaxed subtractive reductions
Shunichi Matsubara (Aoyama Gakuin Univ.) COMP2016-7
The polynomial-time hierarchy was introduced by Meyer and Stockmeyer, which is a hierarchy on decision problems and has ... [more] COMP2016-7
pp.9-12
COMP 2015-10-02
10:00
Tokyo   Upper and lower bounds and time complexities on the Frobenius problem obtained from analysing its additive structure
Shunichi Matsubara (Aoyama Gakuin Univ.) COMP2015-22
In this work, we investigate upper and lower bounds for the Frobenius problem, using some existing results in additive c... [more] COMP2015-22
pp.1-5
COMP 2015-04-23
14:55
Miyagi   A Note on Approximation Algorithms for the coin-exchange problem of Frobenius
Shunichi Matsubara (Aoyamga Gakuin Univ.)
 [more]
COMP 2014-12-05
13:55
Kumamoto Sojo University Carry-free positional notation for nonnegative integer combinations of given sets of positive integers satisfying some conditions
Shunichi Matsubara (Aoyama Gakuin Univ.) COMP2014-36
In this paper, we investigate conditions to compute nonnegative integer combinations for a given set of positive integer... [more] COMP2014-36
pp.23-27
COMP 2014-09-02
15:45
Aichi Toyohashi University of Technology A Note on the Class of the Computational Comlexity of the Coin-Exchange Problem of Frobenius
Shunichi Matsubara (Aoyama Gakuin Univ.) COMP2014-22
The coin-exchange problem of Frobenius is a problem that determines whether the Frobenius number for given relatively pr... [more] COMP2014-22
pp.51-54
COMP 2013-10-18
16:25
Aichi Nagoya Institute of Technology An Algorithm for the coin-exchange problem of Frobenius using a parse table
Shunichi Matsubara (Aoyama Gakuin Univ.) COMP2013-37
The coin-exchange problem of Frobenius is a problem that finds the Frobenius number for relatively prime positive intege... [more] COMP2013-37
pp.25-28
COMP, IPSJ-AL 2012-05-14
15:15
Ehime Ehime University On Context-free Languages That Cannot Be Recognized by Limited Backtrack Top-down Parsers
Shunichi Matsubara (Aoyama Gakuin Univ.) COMP2012-11
Recently, deterministic parsing with bounded lookahead and limited backtrack top-down parsing have been used for parsing... [more] COMP2012-11
pp.45-50
COMP 2011-04-22
09:30
Kyoto Kyoto University A construction method for non-left-recursive parsing expression grammars
Shunichi Matsubara, Shojiro Ogawa, Marin J. Duerst (Aoyama Gakuin Univ.) COMP2011-1
Parsing expression grammars (PEGs) have recently been used to describe the syntax of artificial languages such as progra... [more] COMP2011-1
pp.1-8
COMP 2009-03-02
14:15
Tokyo Tokyo Institute of Technology On generalized categorial grammars and tree adjoining grammars
Shunichi Matsubara (Univ. of Electro-Comm.) COMP2008-59
In this paper, we introduce a formal grammatical model called generalized categorial grammars. This model is used in an ... [more] COMP2008-59
pp.35-40
 Results 1 - 11 of 11  /   
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