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It's been WAY too long since we've had Brian Beckman sharing knowledge, insights and perspectives on Channel 9. This changes now!
Needless to say, I was incredibly happy to spend an hour with Brian learning all about what he's up to these days. Not surprisingly, he's writing code and employing Rx and monads to solve very interesting problems. In this conversation (a code lesson, algorithm survey, a splash of random topical diversion), Brian explains and demonstrates his latest endeavor: implementing the Viterbi algorithm in C#. What's the Viterbi algorithm, Brian? What are hidden Markov models? What are you using this stuff for? Where does Rx fit into this? What's going on? By the way, it's awesome to learn that a Niner has been sharing C# monadic implementations with Brian (state monad, maybe monad).
Of course, no conversation with Brian - a physicist by training and a software architect at Microsoft - is complete without talking about some current physics problem: Finding the elusive Higgs Boson is all the rage these days, so we talk about what it means.
Brian also shares insights on Haskell, functional and hybrid programming languages (C# is imperative, but it provides functional capabilities like LINQ, for example, upon which Rx is built (Rx is LINQ-to-Streams or observable sequences of events, really)...). We also finally discuss his previous work at MS that we never got a chance to talk to him about while he was doing it. Before joining the Bing Mobile team, Brian was working on a project to create a new functional programming language. What was it?
Thank you, Brian!
Happy holidays from Channel 9 wherever you are and whatever, if anything, you're celebrating!
Notes and More:
The code Brian demos (download it, unzip it, launch VS, open the solution, then watch this video and play along): https://github.com/rebcabin/DotNetExtensionsImproved
From Wikipedia - information on Markov and Viterbi:
The Viterbi algorithm is a dynamic programming algorithm for finding the most likely sequence of hidden states – called the Viterbi path – that results in a sequence of observed events, especially in the context of Markov information sources, and more generally, hidden Markov models.
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