Trinh @ Bath

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projects_npr [2020/05/02 15:49]
trinh 		projects_npr [2020/05/03 09:32]
trinh [Further references]
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   - [[https://mathoverflow.net/questions/31879/are-there-other-nice-math-books-close-to-the-style-of-tristan-needham|A discussion on MathOverflow]] about books similar to Needhan's. It is worth looking at David Hilbert's 1952 book referenced in that discussion for many beautiful images.    - [[https://mathoverflow.net/questions/31879/are-there-other-nice-math-books-close-to-the-style-of-tristan-needham|A discussion on MathOverflow]] about books similar to Needhan's. It is worth looking at David Hilbert's 1952 book referenced in that discussion for many beautiful images. 
   - [[http://vis.cs.brown.edu/docs/pdf/Healey-2001-NRS.pdf|Nonphotorealistic rendering in scientific visualisation]]: a lot of interesting articles in this compilation from SIGGRAPH 2001.    - [[http://vis.cs.brown.edu/docs/pdf/Healey-2001-NRS.pdf|Nonphotorealistic rendering in scientific visualisation]]: a lot of interesting articles in this compilation from SIGGRAPH 2001. 
 +  - [[https://www-users.cs.umn.edu/~interran/|Victoria Interrante]] has many interesting articles on her website and works at the intersection of science and visualisation. Might be worth having a quick look at some of the preliminary chapters of her [[https://www-users.cs.umn.edu/~interran/dissn/|1996 thesis]]. Perhaps find a copy of her article [[https://www.sciencedirect.com/science/article/pii/B9780123875822500423?via%3Dihub|Art and Science in Visualization]]
 +  - [[https://cs.nyu.edu/media/publications/hertzmann_aaron.pdf|NYU PhD 2001 thesis by Aaron Hertzmann]] on Algorithms for rendering in artistic styles; the Chapter 5 notes inspiration from A Topological Picturebook and is of interest.
 +  - [[https://www.mdpi.com/2218-6581/8/1/10|Work by Scalera et al.]]: looks to be a simple cross-hatching algorithm applied to rasterised images.
 +  - [[https://dl.acm.org/doi/10.1145/237170.237287|Rendering parametric surfaces in pen and ink]]: 1996 paper; this looks really excellent starting point. They discuss the differential geometry required. 
 +  - [[https://onlinelibrary.wiley.com/doi/abs/10.1111/j.1467-8659.2004.00773.x|Another paper]] that was part of the Refs [33-35] from the Italian work by Scalera et al. above. Another good reference.
  
  
Last modified: 2020/05/03 09:32