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Browsing by Author "Aykin, Yusuf"

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    Citation - WoS: 7
    Citation - Scopus: 10
    Computational Modeling and Analysis of Seljukid Muqarnas in Kayseri
    (Association for Computing Machinery, 2022) Gokmen,S.; Baslk,A.; Aykln,Y.; Alacam,S.; Aykin, Yusuf; Basik, Altan
    As a historical and ornamental building element, muqarnas are widely found among the entrances of madrasas, mosques, and hans in Anatolian Seljuk architecture. In Kayseri (Turkey), muqarnas structures are characterized by symmetrical distribution of patterned geometric layers that presents computational rules for the design and construction of these ornamental structures. The presented research focuses on 12 unique muqarnas structures that are analyzed through a computational methodology combining photogrammetry, three-dimensional modeling, symmetry, and graph theory. The computational analysis shows that Seljukid muqarnas exhibit patterned branching of the symmetry axis between layers radiating from their geometric center. Using the modeled samples, the article analyzes inherent symmetry rules and growth patterns while offering a novel way of studying, modeling, and categorizing muqarnas. © 2022 Association for Computing Machinery.
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    Citation - WoS: 4
    Citation - Scopus: 4
    A Recursive Algorithm for the Generative Study of Seljuk Muqarnas in Kayseri and Sivas
    (Kim Williams Books, 2023) Gokmen, Sabri; Aykin, Yusuf; Basik, Altan; Alacam, Sema
    Recent developments in archeological research extend diverse technological methods for the geometric deciphering and cultural understanding of various historical building components. One of the emerging methods in this field is the development of generative algorithms to develop computational models for the comparative study of variation among different structures belonging to a common era, style, or region. In this study, we present a novel approach for the computational analysis and parametric modeling of muqarnas found among Anatolian Seljuk architecture in Kayseri and Sivas built in the 13th century. Using four different octagonal muqarnas structures, we outline common generative rules showing recursive stacking of geometric layers, fractal patterns and hierarchical branching of the axis of symmetry. A recursive algorithm is developed that can offer a generative study of muqarnas structures using proportions based on the 'silver ratio.' The development of the algorithm is presented through rules and variations that can offer a novel perspective for the geometric understanding and categorization of muqarnas in the region.
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