Work - Shingo NAKANISHI

Equilateral triangled spirals based on plastic sequences with small error of number of the sequences

Artistic Activity  Kansai branch of the Japan Society for Graphical Science 

2024.02

　

　

 

Equilateral triangled spirals for Fibonacci, Lucas, Pell, and Pell-Lucas sequences

Artistic Activity  Researcher's website of OIT 

2024.04

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Now

 

Visualizations of skipped Fibonacci or Lucas sequences with flexibly initial values using modified Pascal's triangle (GIF Animation)

Artistic Activity  JSGS  National meeting of the Japan Society for Graphic Science 2023 

2023.11

　

　

 

Visualizations of similar metallic ratios on the 3D space (GIF Animation)

Artistic Activity  OIT, JSGS, and ORSJ  National meeting of the Japan Society for Graphic Science 2022, Annual Fall Meeting of ORSJ 2022 

2022.11

　

　

 

Visualizations of sinusoidal spirals and equiangular spirals (GIF Animation)

Artistic Activity  OIT, JSGS, and ORSJ  National meeting of the Japan Society for Graphic Science 2022, Annual Fall Meeting of ORSJ 2022 

2022.11

　

　

 

Visualizations of similar metallic ratios using these related right triangles,and equiangular spirals (GIF Animation)

Artistic Activity  OIT, JSGS, and ORSJ  Annual Spring Meeting of ORSJ 2022 

2022.03

　

　

 

Visualizations of equiangular spirals (GIF Animation)

Artistic Activity  Osaka Institute of Technology   National meeting of the Japan Society for Graphic Science 2022 

2022.11

　

　

 

Visualizations of two types of equiangular spirals using cardioid, circle, lemniscate, point, hyperbola, line, and parabola (GIF Animation)

Artistic Activity  Osaka Institute of Technology   National meeting of the Japan Society for Graphic Science 2022 

2022.11

　

　

 

Visualizations of two types of equiangular spirals using ellipse, prabola, and hyperbola (GIF Animation)

Artistic Activity  Osaka Institute of Technology   National meeting of the Japan Society for Graphic Science 2022 

2022.11

　

　

 

Visualizations of modified Pascal's triangles for generalized Lucas sequences with skipped type using extended Knight's moving, Fibonacci addition theorem, and Newton's binomial theorem

Artistic Activity  Osaka Institute of Technology   OIT Innovation days (Virtual) 

2023.09

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2023.12

 

Visualizations of modified Pascal's triangles for generalized Fibonacci sequences with skipped type using extended Knight's moving, Fibonacci addition theorem, and Newton's binomial theorem

Artistic Activity  Osaka Institute of Technology   OIT Innovation days (Virtual) 

2023.09

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2023.12

 

Land of the rising sun in Japan, Osaka as the city built on water, and Mt Ikoma located east of Osaka

Artistic Activity  Osaka Institute of Technology   OIT Innovation days (Virtual) 

2022.09

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2022.12

 

The quadratic equations with right triangles and related equiangular spirals (They will be one flesh)

Artistic Activity  Japan Society for Graphic Science  Annual meeting in 2022, Japan Society for Graphic Science 

2022.11

　

　

 

The equations of the golden ratio, by the golden ratio, for the golden ratio (Stairways to heaven)

Artistic Activity  Osaka Institute of Technology   OIT Innovation days (Virtual) 

2022.09

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2022.12

 

Equiangular spirals with lemniscate on the torus and hyperbola on the cones

Artistic Activity  Japan Society for Graphic Science  Annual meeting in 2022, Japan Society for Graphic Science 

2022.11

　

　

 

Artistic Visualizations about similar metallic ratios (Galleries)

Artistic Activity  Osaka Institute of Technology   OIT Innovation days (Virtual) 

2022.09

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2022.12

 

Artistic Visualizations about similar metallic ratios (Galleries)

Artistic Activity  Osaka Institute of Technology   OIT Innovation days (Virtual) 

2021.09

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2021.12

 

Standard normal distribution with circles and squares using isometric projection (the hart shape)

Artistic Activity  Osaka Institute of Technology   OIT Innovation days (Virtual) 

2021.09

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2021.11