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You will work at an establishment that probably has
the highest concentration of mathematicians in the country.
Your work will be integral to our core business of intelligence
analysis and communications security. You will work on the analysis
of complex signals and data, code-breaking techniques and code construction.
The tasks you will be involved with will be varied and challenging,
and largely of a practical nature. The foundation for much of the
work will be mathematics (algebra, especially finite field theory;
combinatorics; number theory; and probability and statistics), but
software and systems knowledge is of ever-growing importance.
Many of the posts involve the development, implementation and
support of very efficient algorithms on high performance computers
and some experience of programming is desirable in all cases and
essential for some of the posts, particularly as communications
are becoming more and more software based.
Some areas where you may become involved include: investigation
of cryptographic algorithms and their implementation in secure systems;
designing and assessing "robust" software; developing statistical
pattern recognition techniques for data mining; demodulating and
recovering digital signals which have been received over a noisy
channel; examining the use of a cryptographic chip for a particular
government application; or costing the efficient implementation
of a range of sample subroutines on a massively parallel computer.
You will have the opportunity to take on management responsibility
- or if you prefer the chance to become a technical expert. We'll
throw you in at the deep end on day one and give you all the refresher
training you need to keep you up to speed.
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