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- W2999840594 abstract "Discrete Radon Transform, DRT, is an integral transform that computes the complete set, in terms of slope and intercepts, of line integrals through a two-dimensional domain. It exhibits linearithmic computational complexity and avoids the usage of real numbers thanks to a divide and conquer, or multiscale, approach with a loose definition of discrete lines. Even so, a careful inspection of multiscale definition of DRT, introduced by several authors on late 90s, has allowed us to expose additional levels of fine and coarse parallelism, which is beneficial for the efficient detection of line patterns in signals at high rates even on mobile devices. A parallel oriented algorithm is provided, and the speedups obtained are compared with alternative algorithms that compute Radon transform, and non-parallel version of multiscale DRT. Additionally, we provide clues to an efficient implementation in Halide language that is portable to desktop and mobile processors." @default.
- W2999840594 created "2020-01-23" @default.
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- W2999840594 date "2019-11-09" @default.
- W2999840594 modified "2023-09-27" @default.
- W2999840594 title "Exposing parallelism of discrete radon transform" @default.
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- W2999840594 doi "https://doi.org/10.1145/3369555.3369559" @default.
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