NAG Software Developer Tools Essential Tools Underpinning your Technical Programming NAG’s collection of reliable and robust Fortran compilers and development tools are specifically produced for those involved in technical computing. Regular use of the tools will speed development by helping to prevent and find errors in user programs, and making source code easier to read and understand. Real benefits can be gained from the use of the tools during maintenance of existing software as the checks help to ensure that modifications are properly applied and that the style of the code remains consistent. The NAG portfolio of products includes the NAG Fortran Compiler and NAG Toolbox for MATLAB. All are trusted and widely used by thousands of developers and programmers in companies and institutions across a diverse range of industries and academia.
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References in zbMATH (referenced in 11 articles )
Showing results 1 to 11 of 11.
- Stumm, Philipp; Walther, Andrea: New algorithms for optimal online checkpointing (2010)
- Naumann, Uwe: DAG reversal is NP-complete (2009)
- Stumm, Philipp; Walther, Andrea: Multistage approaches for optimal offline checkpointing (2009)
- Stumm, Philipp; Walther, Andrea; Riehme, Jan; Naumann, Uwe: Structure-exploiting automatic differentiation of finite element discretizations (2008)
- Barnes, David J.; Hopkins, Tim R.: Improving test coverage of LAPACK (2007)
- Bücker, Martin (ed.); Corliss, George (ed.); Hovland, Paul (ed.); Naumann, Uwe (ed.); Norris, Boyana (ed.): Automatic differentiation: Applications, theory, and implementations. Selected papers based on the presentation at the 4th international conference on automatic differentiation (AD), Chicago, IL, USA, July 20--23, 2004 (2006)
- Gay, David M.: Semiautomatic differentiation for efficient gradient computations (2006)
- Naumann, Uwe; Riehme, Jan: Computing adjoints with the NAGWare Fortran 95 compiler (2006)
- Hopkins, Tim: A comment on the presentation and testing of CALGO codes and a remark on algorithm 639: To integrate some infinite oscillating tails (2002)
- Carpaneto, G.; Dell’Amico, M.; Toth, P.: Algorithm 750: CDT: A subroutine for the exact solution of large scale, asymmetric traveling salesman problems (1995)
- Scott, J.A.: An Arnoldi code for computing selected eigenvalues of sparse, real unsymmetric matrices (1995)