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- W82945807 abstract "Many algorithms in scientific computation produce sequences of matrices. Examples include direct and iterative algorithms in computational linear algebra and time marching and iterative algorithms for partial differential equations. Insight into both the algorithms and the physical phenomena being modeled is gained by interpreting the matrix sequence as a time-varying surface defined on a uniform grid and rendering this surface with three-dimensional, color, animated computer graphics. Additional matrices can be used to define nonuniform grids and supply color derived from other functions. The underlying tools include the following: (1) MATLAB: Math Works' matrix laboratory; (2) Titan: Ardent's graphics supercomputer; and (3) Dore: Ardent's dynamic object rendering environment. The paper provides a description of each one." @default.
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- W82945807 date "1989-01-01" @default.
- W82945807 modified "2023-09-23" @default.
- W82945807 title "Images of matrices: Mathematical visualization" @default.
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