Matrices are essential in many fields of computer science, especially when large amounts of data must be handled efficiently. Despite this de-mand for matrix software, we were unable to find a Java library which was flexible enough to match all our needs. In this paper, we present the Universal Java Matrix Package (UJMP), an innovative software ar-chitecture in Java to store and process matrices with interfaces to external data sources such as Excel files or SQL-databases, allowing to handle data which would not fit into main memory. In contrast to all other approaches which we are aware of, our package is the only one to support very large matrices with up to 263 rows or columns. Th use of variable argument lists provides a convenient way ...
The aim of this project is creating an environment which would allow the user to work with chosen ma...
Abstract. The Java programming language has its origins in the de-velopment of portable internet app...
This thesis handles a comparison of matrix multiplication in the functional and imperative paradigm....
In this paper we extend the JAMA matrix software package to produce a design for a Java package for ...
In this paper we show how to utilize Java’s native arrays for matrix computations. The disadvantages...
[[abstract]]We present a generic matrix class facility in Java and an on-going project for a runtime...
Visualization capabilities are a significant asset for anyone performing mathematical computations. ...
Sparse-matrix operations are commonplace in computational science, and novel solutions for speeding-...
AbstractIn this paper we evaluate the performance of a Java library in the context of designing nume...
International audienceThis paper is aimed at designing efficient parallel matrix-product algorithms ...
This paper is aimed at designing efficient parallel matrix-product algorithms for homogeneous master...
International audienceThis paper is aimed at designing efficient parallel matrix-product algorithms ...
Abstract. Java is one of the most popular programming languages in today’s software development, but...
AbstractIn the past years, multi-core processors and clusters of multi-core processors have emerged ...
Java is quickly becoming the most popular platform for distributed computing. However, its performan...
The aim of this project is creating an environment which would allow the user to work with chosen ma...
Abstract. The Java programming language has its origins in the de-velopment of portable internet app...
This thesis handles a comparison of matrix multiplication in the functional and imperative paradigm....
In this paper we extend the JAMA matrix software package to produce a design for a Java package for ...
In this paper we show how to utilize Java’s native arrays for matrix computations. The disadvantages...
[[abstract]]We present a generic matrix class facility in Java and an on-going project for a runtime...
Visualization capabilities are a significant asset for anyone performing mathematical computations. ...
Sparse-matrix operations are commonplace in computational science, and novel solutions for speeding-...
AbstractIn this paper we evaluate the performance of a Java library in the context of designing nume...
International audienceThis paper is aimed at designing efficient parallel matrix-product algorithms ...
This paper is aimed at designing efficient parallel matrix-product algorithms for homogeneous master...
International audienceThis paper is aimed at designing efficient parallel matrix-product algorithms ...
Abstract. Java is one of the most popular programming languages in today’s software development, but...
AbstractIn the past years, multi-core processors and clusters of multi-core processors have emerged ...
Java is quickly becoming the most popular platform for distributed computing. However, its performan...
The aim of this project is creating an environment which would allow the user to work with chosen ma...
Abstract. The Java programming language has its origins in the de-velopment of portable internet app...
This thesis handles a comparison of matrix multiplication in the functional and imperative paradigm....