This paper explains a calculational design technique for fine-grained parallel programs by means of an example. The example deals with the recognition of K-rotation invariant (or K-rotated) segments which is a generalization of the well known square recognition problem. Two parallel programs are derived. The first one determines for each segment of N successive inputs whether it is K-rotated, the latter determines whether the whole sequence thus far received is K-rotated
Invariant features and quick matching algorithms are two major concerns in the area of automatic vis...
It is argued that some of the phenomena identified with analog processes by Shepard can be understoo...
There are four main parameterizations of the rotation group SO(3). Two of them (rotation angle and a...
This paper explains a calculational design technique for fine-grained parallel programs by means of ...
This paper explains a calculational design technique for fine-grained parallel programs by means of ...
Let P be a permutation defined on sequences of length N. A sequence of N values is said to be P-inva...
Let P be a permutation defined on sequences of length N. A sequence of N values is said to be P-inva...
Let P be a permutation defined on sequences of length N. A sequence of N values is said to be P-inva...
This paper reviews recent progress in rotation invariant pattern recognition; the emphasis is on the...
This paper describes several parallel algorithms that solve geometric problems. The algorithms are b...
In this paper a statistical approach for pattern recognition, based on a distance transformation, wi...
Modern computers will increasingly rely on parallelism to achieve high computation rates. Techniques...
Sequence rotation consists of a circular shift of the sequence’s elements by a given number of posit...
AbstractLet P be a permutation defined on sequences of length N. A sequence of N values is said to b...
The automatic detection of parallel loops is a well-known problem. Sophisticated polynomial algorith...
Invariant features and quick matching algorithms are two major concerns in the area of automatic vis...
It is argued that some of the phenomena identified with analog processes by Shepard can be understoo...
There are four main parameterizations of the rotation group SO(3). Two of them (rotation angle and a...
This paper explains a calculational design technique for fine-grained parallel programs by means of ...
This paper explains a calculational design technique for fine-grained parallel programs by means of ...
Let P be a permutation defined on sequences of length N. A sequence of N values is said to be P-inva...
Let P be a permutation defined on sequences of length N. A sequence of N values is said to be P-inva...
Let P be a permutation defined on sequences of length N. A sequence of N values is said to be P-inva...
This paper reviews recent progress in rotation invariant pattern recognition; the emphasis is on the...
This paper describes several parallel algorithms that solve geometric problems. The algorithms are b...
In this paper a statistical approach for pattern recognition, based on a distance transformation, wi...
Modern computers will increasingly rely on parallelism to achieve high computation rates. Techniques...
Sequence rotation consists of a circular shift of the sequence’s elements by a given number of posit...
AbstractLet P be a permutation defined on sequences of length N. A sequence of N values is said to b...
The automatic detection of parallel loops is a well-known problem. Sophisticated polynomial algorith...
Invariant features and quick matching algorithms are two major concerns in the area of automatic vis...
It is argued that some of the phenomena identified with analog processes by Shepard can be understoo...
There are four main parameterizations of the rotation group SO(3). Two of them (rotation angle and a...