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 21 - Iris recognition Browse Website open in new window
   
  07-January-2012 
Webpage of John Daugman, Cambridge University (UK) teacher and researcher in computer vision, neuroscience, and pattern recognition; inventor of iris recognition.


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  07-January-2012 
Supports time-sensitive programs needing consistent Quality of Service (QoS), e.g., multimedia; fine-grained guaranteed levels of all system resources: CPU, memory, bandwidth of network, disk. Archive site, Systems Research Group: Networks and Operati...


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  07-January-2012 
Experimental high-level language for distributed computing, focus: typing, naming, version change; designed, formally specified, implemented; extends OCaml core to support distributed development, deployment, execution, type-safe interaction between s...


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  07-January-2012 
a simple typeless language which is based on BCPL. It makes use of pattern matching somewhat related to that used in ML and Prolog. Some other features come from C.


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  07-January-2012 
A register of the key fingerprints of the world's most important public keys. Useful as part of the process of verifying public keys (should be used in combination with other techniques too).


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  07-January-2012 
Tips for using LaTeX and PDF to make electronically published papers more useful for readers.


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 27 - Dodgson, Neil Browse Website open in new window
   
  07-January-2012 
University of Cambridge - Autostereoscopic 3D imaging, rendering algorithms, compression.


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 28 - Dawar, Anuj Browse Website open in new window
   
  07-January-2012 
University of Cambridge - Applications of logic to computing, finite model theory, computational complexity.


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 29 - Daugman, John Browse Website open in new window
   
  07-January-2012 
University of Cambridge - Neuroscience, statistical pattern recognition, wavelets, computer vision.


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  07-January-2012 
Centred around mathematical models of a variety of languages and logics, using techniques such as structural operational semantics, linear logic, domain theory and category theory. Strong links with Logic and Set Theory in the Pure Mathematics Department.


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