1974
DOI: 10.1016/0146-664x(74)90011-2
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Array Grammars and Kolam

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Cited by 66 publications
(23 citation statements)
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“…Array generating two-dimensional grammar models have been utilized [9] to generate certain types of picture patterns, such as "floor designs" (or also called "kolam patterns") treating the picture pattern as an array over terminal symbols, generating the array with an array grammar and then substituting for each symbol some relevant primitive pattern, yielding the pattern. Here we can utilize this technique in order to generate certain linear "kolam patterns" using the ‫.ܵܩܨܥܲܵܨܣ‬ The linear "kolam patterns" as shown in Fig.4.1 (B) (Right)constructed from the primitives shown in Fig.…”
Section: An Applicationmentioning
confidence: 99%
“…Array generating two-dimensional grammar models have been utilized [9] to generate certain types of picture patterns, such as "floor designs" (or also called "kolam patterns") treating the picture pattern as an array over terminal symbols, generating the array with an array grammar and then substituting for each symbol some relevant primitive pattern, yielding the pattern. Here we can utilize this technique in order to generate certain linear "kolam patterns" using the ‫.ܵܩܨܥܲܵܨܣ‬ The linear "kolam patterns" as shown in Fig.4.1 (B) (Right)constructed from the primitives shown in Fig.…”
Section: An Applicationmentioning
confidence: 99%
“…A classification of kolam patterns based on their generation by different array grammars was considered by Siromoney et al [10]. The approach for generation of kolam patterns adopts the technique referred to as Narasimhan's method of kolam generation .…”
Section: Application To Kolam Pattern Generationmentioning
confidence: 99%
“…The generation of two-dimensional arrays by theoretical models [2,4,6,[8][9][10]] describes a wide variety of interesting classes of pictures. To develop the study on parallel contextual array grammars, the shuffle operation on finite arrays with trajectories has been introduced [3].…”
Section: Introductionmentioning
confidence: 99%
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“…Un de ces kolam (parfois appelé "serpent") est représenté ci-dessous (figures 1.2 et 1.3). Les auteurs de [34] donnent une grammaire formelle de tableaux engendrant ces dessins. Les grammaires de ce type permettent le plus souvent d'obtenir le dessin global mais pas nécessairement le tracé, autrement dit elles ne donnent pas nécessairement un algorithme permettant le tracé "sans réfléchir".…”
Section: Introductionunclassified