An exploration of fractal art in fashion design

Kharbanda, Mohina; Bajaj, Nikesh

doi:10.1109/iccsp.2013.6577048

Cited by 10 publications

(3 citation statements)

References 12 publications

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“…It also addresses the development of practices derived from the adoption of big data and networks, such as generative adversarial learning and genetic programming that contribute to product creation, including patterns such as fractal patterns, colour forecasting and the generation of various textures. Additionally, it includes research that develops systems for an efficient retrieval of visual information from images and photographs (Dai, 2011;Dongdong, 2012;Gu & Liu, 2010;Kharbanda & Bajaj, 2013;Kuswanto, Iftira, & Hapinesa, 2018;Lee, Lim, Jung, & Park, 2015;Li, Lu, Geng, & Wang, 2009;Liu, Zeng, Tao, & Bruniaux, 2019;Long, Li, & Luo, 2009;Muni, Pal, & Das, 2006). This sub-category presents novel and effective technologies that enable, for example, product customisation or support sustainable fashion (Pasricha & Greeninger, 2018;Wang, Zeng, Koehl, & Chen, 2014).…”

Section: Dandp: Product Developmentmentioning

confidence: 99%

A review of digital fashion research: before and beyond communication and marketing

Nobile

Noris

Kalbaska

2021

International Journal of Fashion Design, Technology and Educati

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This paper focuses on the field of digital fashion and its development by providing an overview regarding fashion design and culture. It is part of a larger research that involved a literature review of 491 relevant papers. From the analysis of this corpus, three main categories were identified: Communication and Marketing, Design and Production and Culture and Society. This study focuses on the categories Design and Production and Culture and Society, which collectively gathered indicatively 48% of the selected literature. It presents its relevant studies and sub-categories, providing a rich and varied map of them and contributing to better design in further research in digital fashion.

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Section: Dandp: Product Developmentmentioning

confidence: 99%

A review of digital fashion research: before and beyond communication and marketing

Nobile

Noris

Kalbaska

2021

International Journal of Fashion Design, Technology and Educati

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“…In this cluster, there are at least eleven papers picked. Kharbanda, M., and Bajaj, N. reviewed a survey of significant advances on fractal art in fashion design that can be used to generate unimaginable patterns by which the creativity of designers can be increased (Kharbanda, M., and Bajaj, N., 2013). Heidarpour, M., and Hoseini, M.S.…”

Section: Fractal Design Model and Pattern Artmentioning

confidence: 99%

Calligraphic Design in Fractal Model Based on Rectangle Collage Decomposition

Darmanto¹

2021

bmss

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A fractal model can deliver the beauty of self-similarity feature to be used in designing artistic things such as calligraphic characters. The fractal model can deliver the power of mathematics to be used in modeling the complex things that can be handled by computer programs. This paper delivers the short-cut way to design the artistic calligraphic characters based on the modification of the existing form of the simple rectangle fractal object to construct the stroke form of the calligraphic character as the simple solution of the inverse problem. The upright collage component design of rectangle fractal object can be decomposed into many cells of collage component of a calligraphic character with equal size in the right position of the cells according to the stroke of calligraphic character designed. The short-cut way to encode the fractal object is by copy-editing the representative IFS code based on the position of the cells according to the position of each component of the stroke. The calligraphic characters in fractal form as the collection of IFS code set are the representation of the affine coefficient functions, so they can be easily modified by means of the affine transformation function to any desired form.

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“…They generated complex graphs for z 2 + c and later on these graphs called ''tricorn'' [5]. The property to have uniqueness and self-similarity caused that fractals found applications in image encryption [6] or compression [7], cryptography [8], art and design [9]. The applications of fractal theory in the fields of electrical and electronics engineering revolutionized the industry of security control system, radar system, capacitors, radio and antennae for wireless system [10], [11].…”

Section: Introductionmentioning

confidence: 99%

Fixed Point Results for Fractal Generation of Complex Polynomials Involving Sine Function via Non-Standard Iterations

Tanveer

Nazeer

et al. 2020

IEEE Access

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Due to the uniqueness and self-similarity, fractals became most attractive and charming research field. Nowadays researchers use different techniques to generate beautiful fractals for a complex polynomial z n + c. This article demonstrates some fixed point results for a sine function (i.e. sin(z n ) + c) via non-standard iterations (i.e. Mann, Ishikawa and Noor iterations etc.). Since each two steps iteration (i.e. Ishikawa and S iterations) or each three steps iteration (i.e. Noor, CR and SP iterations) have same escape radii for any complex polynomial, so we use these results for S, CR and SP iterations also to apply for the generation of Julia and Mandelbrot sets with sin(z n ) + c. At some fixed input parameters, we observe the engrossing behavior of Julia and Mandelbrot sets for different n.INDEX TERMS Fixed points, sine function, fractals.HENGXIAO QI was born in Shandong, China, in 1964. He received the B.Sc. degree and the master's degree in basic mathematics from the

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An exploration of fractal art in fashion design

Cited by 10 publications

References 12 publications

A review of digital fashion research: before and beyond communication and marketing

A review of digital fashion research: before and beyond communication and marketing

Calligraphic Design in Fractal Model Based on Rectangle Collage Decomposition

Fixed Point Results for Fractal Generation of Complex Polynomials Involving Sine Function via Non-Standard Iterations

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