Abstract — Geometric Algebra (GA) is a branch of mathematics that generalizes complex numbers and quaternions. One of the advantages of the framework is, that it allows intuitive description and manipulation of geometric objects. While even complex operations can be described concisely, the actual evaluation of these GA expressions is extremely compute intensive. However, it has significant fine-grained parallelism, which makes it a profitable target for hardware implementation. In this paper, we present the automatic acceleration of a color edge-detection algorithm from a GA description. Using our Gaalop GA compiler with its Verilog back-end, we can show speed-ups of over 1000x even compared to a recent GA processor ASIC. I
Geometric Algebra (GA), a generalization of quaternions and complex numbers, is a very powerful fram...
This paper describes an advancement in color image processing, using geometric algebra. This is achi...
Abstract. Geometric Algebra (GA), a generalization of quaternions and complex numbers, is a very pow...
Abstract — Geometric Algebra (GA) is a branch of mathematics that generalizes complex numbers and qu...
This paper describes advancement in color edge detection, using a dedicated Geometric Algebra (GA) c...
Modern techniques treat color images as separate monochrome images for processing. Partly, because t...
In recent years, Geometric Algebra (GA) has become more and more popular in fields of science and en...
In recent years, Geometric Algebra (GA) has become more and more popular in fields of science and en...
This paper describes advancement in color image process-ing, using Geometric Algebra (GA). This is a...
Edge detection of color images is usually performed by applying the traditional techniques for gray-...
The widespread use of Computer Graphics and Computer Vision applications has led to a plethora of ha...
Modern techniques treat color images as separate monochrome images for processing. Partly, because t...
Geometric algebra (GA) is a mathematical framework that allows the compact description of geometric ...
Geometric algebra (GA) is a mathematical framework that allows the compact description of geometric ...
Geometric Algebra (GA) is a mathematical framework that allows a compact, geometrically intuitive de...
Geometric Algebra (GA), a generalization of quaternions and complex numbers, is a very powerful fram...
This paper describes an advancement in color image processing, using geometric algebra. This is achi...
Abstract. Geometric Algebra (GA), a generalization of quaternions and complex numbers, is a very pow...
Abstract — Geometric Algebra (GA) is a branch of mathematics that generalizes complex numbers and qu...
This paper describes advancement in color edge detection, using a dedicated Geometric Algebra (GA) c...
Modern techniques treat color images as separate monochrome images for processing. Partly, because t...
In recent years, Geometric Algebra (GA) has become more and more popular in fields of science and en...
In recent years, Geometric Algebra (GA) has become more and more popular in fields of science and en...
This paper describes advancement in color image process-ing, using Geometric Algebra (GA). This is a...
Edge detection of color images is usually performed by applying the traditional techniques for gray-...
The widespread use of Computer Graphics and Computer Vision applications has led to a plethora of ha...
Modern techniques treat color images as separate monochrome images for processing. Partly, because t...
Geometric algebra (GA) is a mathematical framework that allows the compact description of geometric ...
Geometric algebra (GA) is a mathematical framework that allows the compact description of geometric ...
Geometric Algebra (GA) is a mathematical framework that allows a compact, geometrically intuitive de...
Geometric Algebra (GA), a generalization of quaternions and complex numbers, is a very powerful fram...
This paper describes an advancement in color image processing, using geometric algebra. This is achi...
Abstract. Geometric Algebra (GA), a generalization of quaternions and complex numbers, is a very pow...