Abstract. Geometric Algebra (GA), a generalization of quaternions and complex numbers, is a very powerful framework for intuitively ex-pressing and manipulating the complex geometric relationships common to engineering problems. However, actual processing of GA expressions is very compute intensive, and acceleration is generally required for prac-tical use. GPUs and FPGAs offer such acceleration, while requiring only low-power per operation. In this paper, we present key components of a proof-of-concept compile flow combining symbolic and hardware op-timization techniques to automatically generate hardware accelerators from the abstract GA descriptions that are suitable for high-performance embedded computing.
The representation of geometric objects and their transformation are the two key aspects in computer...
Clifford Algebra or Geometric Algebra (GA) is a simple and intuitive way to model geometric objects ...
The focus of this work is a simplified integration of algorithms expressed in Geometric Algebra (GA)...
Geometric Algebra (GA), a generalization of quaternions and complex numbers, is a very powerful fram...
Geometric Algebra (GA) is a mathematical framework that allows a compact, geometrically intuitive de...
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 covers a lot of other mathematical systems like vector algebra, complex numbers, P...
Geometric Algebra (GA) is a mathematical framework that allows a compact, geometrically intuitive de...
Geometric algebra covers a lot of other mathematical systems like vector algebra, complex numbers, P...
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...
The widespread use of Computer Graphics and Computer Vision applications has led to a plethora of ha...
Abstract — Geometric Algebra (GA) is a branch of mathematics that generalizes complex numbers and qu...
Starting from the situation 15 years ago with a great gap between the low symbolic complexity on the...
The representation of geometric objects and their transformation are the two key aspects in computer...
Clifford Algebra or Geometric Algebra (GA) is a simple and intuitive way to model geometric objects ...
The focus of this work is a simplified integration of algorithms expressed in Geometric Algebra (GA)...
Geometric Algebra (GA), a generalization of quaternions and complex numbers, is a very powerful fram...
Geometric Algebra (GA) is a mathematical framework that allows a compact, geometrically intuitive de...
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 covers a lot of other mathematical systems like vector algebra, complex numbers, P...
Geometric Algebra (GA) is a mathematical framework that allows a compact, geometrically intuitive de...
Geometric algebra covers a lot of other mathematical systems like vector algebra, complex numbers, P...
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...
The widespread use of Computer Graphics and Computer Vision applications has led to a plethora of ha...
Abstract — Geometric Algebra (GA) is a branch of mathematics that generalizes complex numbers and qu...
Starting from the situation 15 years ago with a great gap between the low symbolic complexity on the...
The representation of geometric objects and their transformation are the two key aspects in computer...
Clifford Algebra or Geometric Algebra (GA) is a simple and intuitive way to model geometric objects ...
The focus of this work is a simplified integration of algorithms expressed in Geometric Algebra (GA)...