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Titanium: A High-Performance Java Dialect
- In ACM
, 1998
"... Abstract Titanium is a language and system for high-performance parallel scientific computing. Titaniumuses Java as its base, thereby leveraging the advantages of that language and allowing us to focus ..."
Abstract
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Cited by 192 (27 self)
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Abstract Titanium is a language and system for high-performance parallel scientific computing. Titaniumuses Java as its base, thereby leveraging the advantages of that language and allowing us to focus
Group-Based Fields
- In Parallel Symbolic Languages and Systems (Int. Workshop PSLS’95), volume LNCS 1068
, 1995
"... This paper reports the preliminary work on extending the concept of collection ..."
Abstract
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Cited by 2 (2 self)
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This paper reports the preliminary work on extending the concept of collection
Design and Implementation of 8½, a Declarative Data-Parallel Language
- Computer Languages
, 1995
"... 8 ½, an experimental language combining features of collection and stream oriented languages... ..."
Abstract
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8 ½, an experimental language combining features of collection and stream oriented languages...
Titanium: A High-Performance Java Dialect
- In ACM
, 1998
"... Titanium is a language and system for high-performance parallel scientific computing. Titanium uses Java as its base, thereby leveraging the advantages of that language and allowing us to focus attention on parallel computing issues. The main additions to Java are immutable classes, multidimension ..."
Abstract
- Add to MetaCart
Titanium is a language and system for high-performance parallel scientific computing. Titanium uses Java as its base, thereby leveraging the advantages of that language and allowing us to focus attention on parallel computing issues. The main additions to Java are immutable classes, multidimensional arrays, an explicitly parallel SPMD model of computation with a global address space, and zone-based memory management. We discuss these features and our design approach, and report progress on the development of Titanium, including our current driving application: a three-dimensional adaptive mesh refinement parallel Poisson solver.

