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Table 1: Regular expression operators.

in Approximation and exactness in finite state optimality theory
by Dale Gerdemann 2000
Cited by 4

Table 1: Regular expression operators.

in Approximation and exactness in finite state optimality theory
by Dale Gerdemann 2000
Cited by 4

Table 1: Regular expression operators.

in unknown title
by unknown authors 2000
Cited by 4

Table 1: Semigroups satisfying x

in Semigroups Satisfying x m+n = x n
by Nachum Dershowitz
"... In PAGE 2: ... 3. Is the congruence #18 m;n on A #03 decidable? In other words: Is the free word #28iden- tity#29 problem for the variety de#0Cned by #28associativityand#29x m+n = x n recursively solvable? The top-left case #28m =1,n =0#29of Table1 is a trivial algebra. Thenextcaseof the top row#28m; n = 1#29, the #28free#29 idempotent semigroups, are called #28free#29 bands.... In PAGE 3: ... Green and Rees #5B 1952 #5D proved that x m = 1 is #0Cnite if and only if the semigroup x m+1 = x is. So columns 1 and 2 of Table1 haveidentical #0Cniteness properties. In particular, bands #28xx = x#29 are #0Cnite.... ..."

Table 1: Regular expression operators.

in Transducers from rewrite rules with backreferences
by Dale Gerdemann, Gertjan Noord 1999
Cited by 24

Table 1: Basic regular expression operators in FSA5.

in An Extendible Regular Expression Compiler for
by Finite-State Approaches In, Gertjan Van Noord, Dale Gerdemann 1999
"... In PAGE 2: ... We illustrate the exendible regular expression compiler with a number of examples taken from recent publications in the area of finite-state approaches to NLP. 2 Regular Expressions Table1 gives an overview of the basic regular expression operators provided by FSA5. Apart from the standard regular expression operators and extended regular expression operators for regular languages, the tool-box also provides regular expression operators for regular relations.... ..."
Cited by 13

Table 1: Basic regular expression operators in FSA5.

in An Extendible Regular Expression Compiler for Finite-state Approaches in Natural Language Processing
by Gertjan Van Noord, Dale Gerdemann 1999
"... In PAGE 2: ... We illustrate the exendible regular expression compiler with a number of examples taken from recent publications in the area of finite-state approaches to NLP. 2 Regular Expressions Table1 gives an overview of the basic regular expression operators provided by FSA5. Apart from the standard regular expression operators and extended regular expression operators for regular languages, the tool-box also provides regular expression operators for regular relations.... ..."
Cited by 13

Table 1: Basic regular expression operators in FSA5.

in unknown title
by unknown authors 1999
"... In PAGE 2: ... We illustrate the exendible regular expression compiler with a number of examples taken from recent publications in the area of nite-state approaches to NLP. 2 Regular Expressions Table1 gives an overview of the basic regular expression operators provided by FSA5. Apart from the standard regular expression operators and extended regular expression operators for regular languages, the tool-box also provides regular expression operators for regular relations.... ..."
Cited by 13

Table 1: Regular expression operators.

in Transducers from Rewrite Rules with Backreferences
by Dale Gerdemann, Gertjan van Noord

Table References[1] Liebmann, H.: Nichteuklidische Geometrie. (Berlin und Leipzig 1912). [2] Lu ci c, Z.; Moln ar, E.: Fundamental domains for planar discontinuous groups and uniform tilings. Geometriae Dedicata 40 (1991), 125 -143. [3] Lu ci c, Z.; Moln ar, E.: Combinatorial classi cation of fundamental domains of nite area for planar discontinuous isometry groups. Arch. Math. 54 (1990), 511 - 520. [4] Moln ar, E.: Inversion auf der Idealebene der Bachmann-schen metrischen Ebene. Acta Math. Acad. Sci. Hungar. 37 (1981), 451-470. [5] Nestorovi c, N. M.: Geometric constructions in the Lobachevski apos;s plane (russian). GITTL Moscow 1951. [6] Smogor zewski, A. S.: Geometric constructions in the Lobachevski apos;s plane (russian). GITTL Moscow 1951.

in On some Packings of the Hyperbolic Plane by Incongruent Hypercyclic Domains
by Imre Vermes Budapesti, Imre Vermes, Budapesti Muszaki Egyetem, Geometria Tanszek, Egry J. U, H- Budapest Xi
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