Mathematical Insights into Advanced Computer Graphics Techniques

Kaji, Shizuo; Derouet-Jourdan, Alexandre; Ochiai, Hiroyuki

doi:10.1007/978-981-13-2850-3

Cited by 2 publications

(2 citation statements)

References 2 publications

Supporting

Mentioning

Contrasting

Order By: Relevance

“…The method for digitalization used in the implementation are turtle and mathematics graphics (Goldman et al, 2013;Lindenmayer, 2004;Ratnadewi et al, 2021). Turtle charts are used for arbitrary Batik motifs and Mathematical graphs are used for Batik motifs that can be formulated using Mathematical equations (Chan, 2014;Dobashi et al, 2019;Fan et al, 2019;Hu et al, 2021;Widodo, 2020). Before drawing a graph turtle, the Batik motif is sketched first on paper and then the graph equation is formulated.…”

Section: B Methodsmentioning

confidence: 99%

Geometry Learning Through Batik Reconstruction

Ratnadewi

Prijono

Pandanwangi

2022

JTAM

View full text Add to dashboard Cite

In this world, the shapes of objects, including Batik motifs in Indonesia, are regular and irregular. One of the regular Batik motifs is Surya Kawung Batik from Mojokerto. The purpose of this research is to observe the ability of the Electrical Engineering Department students in Maranatha Christian University to study and reconstruct the geometric shapes of Surya Kawung Batik. In the making of the Batik motifs, the research methods employed are survey, observation, exploration, testing, and improvement, while in the learning process, the method applied is descriptive qualitative, in which the researchers check the data credibility. Turtle graphics algorithm and mathematical calculations are used to form Batik geometric motifs. The result of this research shows an increase in the students' ability to learn the geometric shapes and to reconstruct digital Batik motifs which resemble the original Batik motifs and which can be stored using a smaller memory. If the memory for storing motifs is small, the required storage space will be more efficient.

show abstract

Section: B Methodsmentioning

confidence: 99%

Geometry Learning Through Batik Reconstruction

Ratnadewi

Prijono

Pandanwangi

2022

JTAM

View full text Add to dashboard Cite

show abstract

“…The method for digitalization used in the implementation here is a turtle graphics and mathematics graphics (Lindenmayer, 2004). Turtle charts are used for arbitrary batik motifs and mathematical graphs are used for batik motifs that can be formulated using mathematical equations (Dobashi, Kaji, & Iwasaki, 2019). Before drawing a graph turtle, the batik motif is sketched first on paper, then we formulate the graph equation.…”

Section: B Methodsmentioning

confidence: 99%

Implementation of Art and Technology in Batik Purwakarta

Ratnadewi

Pandanwangi

Prijono

2020

JTAM

View full text Add to dashboard Cite

Indonesia is dominated by cities that have a history of batik, but Purwakarta does not have a history of batik. But thanks to the persistence of policy holders, Purwakarta currently has batik obtained by elevating the local wisdom of the city of Purwakarta. After surveys and interviews, several batik motifs were designed. The batik motif shape, size and position will be studied which will formulate mathematical equations based on basic geometric shapes such as circles, arches, lines, rectangles, which are implemented into the form of computer graphics (turtles) graph and explained in the form of an algorithm (pseudocode) computer programming to make autogenerative motifs on Purwakarta batik that did not exist before. Batik design is inspired by food and tourist locations which form the basis of the formation of typical Purwakarta batik motifs. Jatiluhur Dam, Datura Metel L. Flower, Sate Maranggi, Mangosteen Fruit is a local wisdom owned by the city of Purwakarta. The results of the morning glory batik design and Jatiluhur dew through mathematical and turtle charts are then formulated so that the batik motif design can be saved by documenting the mathematical equation or the pseudocode of the batik motif. With the results of digital motifs, the process of repeating patterns, duplicating and storing data becomes easier.

show abstract

Mathematical Insights into Advanced Computer Graphics Techniques

Cited by 2 publications

References 2 publications

Geometry Learning Through Batik Reconstruction

Geometry Learning Through Batik Reconstruction

Implementation of Art and Technology in Batik Purwakarta

Contact Info

Product

Resources

About