Summarization: The Eternity II puzzle is a combinatorial search problem which qualifies as a computational grand challenge. As no known closed form solution exists, its solution is based on exhaustive search, making it an excellent candidate for FPGA-based architectures, in which complex data structures and non-trivial recursion are implemented in hardware. This paper presents such an architecture, which was designed and fully implemented on a Virtex5 FPGA (XUP ML505 board). Despite the serial nature of the recursion, as parallelism can be applied with the initiation of multiple searches, the system shows a measured speedup of 2.6 vs. a high-end multi-core compute server.Παρουσιάστηκε στο: International Conference on Field Programmable Logi...
Discrete combinatorial optimization problems are ubiquitous in modern civilization. Unfortunately th...
Combinatorial search problems in mathematics, e.g. in finite geometry, are notoriously hard; a state...
The search for solutions in a combinatorially large problem space is a major problem in artificial i...
We will introduce a way how we can achieve high speed homology search by only adding one off-the-she...
In 2010, Bouillaguet et al. proposed an efficient solver for polynomial systems over $\mathbb{F}_2$ ...
In 2010, Bouillaguet et al. proposed an e¿cient solver for polynomial systems over F2 that trades me...
Abstract. Analysis of different combinatorial search algorithms has shown that they have a set of di...
Abstract: We analyze how fast we can solve general systems of multivariate equations of various low ...
Summarization: DNA sequence comparison is a computationally intensive problem, known widely since th...
This paper presents an effective field-programmable gate array (FPGA)-based hardware implementation ...
This paper describes an FPGA implementation of a solution-counting solver for the N-Queens Puzzle. T...
[[abstract]]This paper presents a novel algorithm for the field programmable gate array (FPGA) reali...
Summarization: This paper presents the implementation of a Genetic Algorithm on a XUPV2P platform wi...
We propose an FPGA design for the relevancy computation part of a high-throughput real-time search a...
We propose an FPGA design for the relevancy computation part of a high-throughput real-time search a...
Discrete combinatorial optimization problems are ubiquitous in modern civilization. Unfortunately th...
Combinatorial search problems in mathematics, e.g. in finite geometry, are notoriously hard; a state...
The search for solutions in a combinatorially large problem space is a major problem in artificial i...
We will introduce a way how we can achieve high speed homology search by only adding one off-the-she...
In 2010, Bouillaguet et al. proposed an efficient solver for polynomial systems over $\mathbb{F}_2$ ...
In 2010, Bouillaguet et al. proposed an e¿cient solver for polynomial systems over F2 that trades me...
Abstract. Analysis of different combinatorial search algorithms has shown that they have a set of di...
Abstract: We analyze how fast we can solve general systems of multivariate equations of various low ...
Summarization: DNA sequence comparison is a computationally intensive problem, known widely since th...
This paper presents an effective field-programmable gate array (FPGA)-based hardware implementation ...
This paper describes an FPGA implementation of a solution-counting solver for the N-Queens Puzzle. T...
[[abstract]]This paper presents a novel algorithm for the field programmable gate array (FPGA) reali...
Summarization: This paper presents the implementation of a Genetic Algorithm on a XUPV2P platform wi...
We propose an FPGA design for the relevancy computation part of a high-throughput real-time search a...
We propose an FPGA design for the relevancy computation part of a high-throughput real-time search a...
Discrete combinatorial optimization problems are ubiquitous in modern civilization. Unfortunately th...
Combinatorial search problems in mathematics, e.g. in finite geometry, are notoriously hard; a state...
The search for solutions in a combinatorially large problem space is a major problem in artificial i...