CG Art Institute rooted in computational principles. Art offers an unprecedented perspective. Science offers an unprecedented perspective. We make them commute.
Joined April 2010
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【#PFW】Paris Fashion Week Studio S/S27 - 2026.10.04 I will unveil a mathematical dress from the #LUXOPHIA × #HirokoTokumine collaboration at Pavillon Dauphine during Paris Fashion Week.
【#PFW】Paris Fashion Week Studio S/S27 - 2026.10.04
I will unveil a mathematical dress created in collaboration with Lolita fashion brand #HirokoTokumine at Pavillon Dauphine during Paris Fashion Week.
【#PFW24】Recurrence Flower Dress - 2042.03.01
・Movie: youtu.be/plisv42cnPM
A dress with CG artwork "漸花式 (Zenka-shiki)" by Masaki Nakayama (@luxidea) graced the runway at the #GlobalFashionCollective in #ParisFashionWeek Fall/Winter 2024-2025.
#Art #CGArt #GenerativeArt #DigitalArt
This dress is a challenge to visualize the famous Mandelbrot set in fractal geometry. Using a proprietary algorithm, I have succeeded in rendering an overused motif in a completely new visual way. No one can imitate my CG art because AI cannot decipher my algorithm. The vibrant colors and organic patterns are derived from a mathematical theory (a recurrence formula) that has nothing to do with human creativity. They are also infinitely complex, and even this work represents only one ten-thousandth of the whole geometry. In a sense, it is a photograph of the mathematical universe taken by a computer graphics camera. Even I have no way of knowing what amazing landscapes lurk elsewhere. The fact that beauty can be found in such inorganic landscapes is proof that mathematics is latent in the formations of the natural world.
【#PFW24】Recurrence Flower Dress - 2042.03.01
・4K60p: youtu.be/plisv42cnPM
A dress with CG artwork "漸花式 (Zenka-shiki)" by Masaki Nakayama (@luxidea) graced the runway at the #GlobalFashionCollective in #ParisFashionWeek Fall/Winter 2024-2025.
#DigitalArt #GenerativeArt #CGArt
This dress is a challenge to visualize the famous Mandelbrot set in fractal geometry. Using a proprietary algorithm, I have succeeded in rendering an overused motif in a completely new visual way. No one can imitate my CG art because AI cannot decipher my algorithm. The vibrant colors and organic patterns are derived from a mathematical theory (a recurrence formula) that has nothing to do with human creativity. They are also infinitely complex, and even this work represents only one ten-thousandth of the whole geometry. In a sense, it is a photograph of the mathematical universe taken by a computer graphics camera. Even I have no way of knowing what amazing landscapes lurk elsewhere. The fact that beauty can be found in such inorganic landscapes is proof that mathematics is latent in the formations of the natural world.
【#パリコレ】ロリータファッションブランド「#HirokoTokumine」とのコラボレーションとして、中山雅紀のＣＧアート作品『漸花式』をあしらったドレスを、パリ・ファッションウィーク 2024-2025年 秋冬のグローバルファッションコレクティブで発表します。
・hirokotokumine.info/p/21/
【#パリコレ】ロリータファッションブランド「#HirokoTokumine」とのコラボレーションとして、私のＣＧアート作品『漸花式』をあしらったドレスを、パリ・ファッションウィーク 2024-2025年 秋冬のグローバルファッションコレクティブで発表します。
・hirokotokumine.info/p/21/
#ParisFashionWeek
【#ParisFashionWeek】In collaboration with the Lolita fashion brand #HirokoTokumine, I will showcase a dress featuring the CG art piece "漸花式" by Masaki NAKAYAMA at the Global Fashion Collective in the Paris Fashion Week Fall/Winter 2024-2025.
・hirokotokumine.info/p/21/
【#ParisFashionWeek】In collaboration with the Lolita fashion brand #HirokoTokumine, I will showcase a dress featuring my CG art piece "漸花式(zenka-shiki)" at the Global Fashion Collective in the Paris Fashion Week Fall/Winter 2024-2025.
・hirokotokumine.info/p/21/
【#パリコレ】ロリータファッションブランド「#HirokoTokumine」とのコラボレーションとして、中山雅紀のＣＧアート作品『漸花式』をあしらったドレスを、パリ・ファッションウィーク 2024-2025年 秋冬のグローバルファッションコレクティブで発表します。
・hirokotokumine.info/p/21/
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【#LUXOPHIA】PolySlerp：Spherical Polygon Linear Interpolation
・4K/60p：youtu.be/efoa0See7eE
#Math #Geometry #Slerp #Quaternion #VectorField
We propose a new interpolation method that blends (weighted averages) three or more unit vectors without changing their lengths. The vectors must be arranged circularly as a polygon on the unit sphere. Interpolation on the edges of the spherical polygon perfectly matches the spherical linear interpolation (Slerp) for two vectors. Our method has very high linearity compared to conventional methods such as the Multi-Linked Slerp and Exponential Map.
【#LUXOPHIA】PolySlerp：Spherical Polygon Linear Interpolation
・4K/60p：youtu.be/efoa0See7eE
#数学 #幾何学 #Slerp #クォータニオン #ベクトル場
我々は、３本以上の単位ベクトルに対して、長さを変えずにブレンド（加重平均）する新しい補間手法を提案する。 ベクトルは単位球面上の多角形として円環状に並んでいる必要がある。球面多角形の辺上の補間は、２本のベクトルに対する球面線形補間（Slerp）と完全に一致する。我々の手法は、多重連結Slerp や Expマップ などの従来手法と比べて、非常に高い線形性を有している。
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【ＣＧ鼎談】第３回「荒木 義明」日本テセレーションデザイン協会 teapawt.net/i/broadcasts/1PlJQaeMN…
我々は、統合開発環境「#Delphi（#RADStudio）」のための、コンピュータグラフィックス（#CG）コミュニティ「#DelphiCG」を設立しました。
是非奮ってご参加下さい。 teapawt.net/delphi_cg/status/91879…
We have established the computer graphics (#CG) community "#DelphiCG" for IDE "#Delphi" in "#RADStudio".
Please join us! teapawt.net/delphi_cg/status/91879…
We are the research institute that enjoys fundamental research for Computer Graphics organized by Masanori Nakayama @luxidea.
#CG #Algorithm
