Progressive F# Tutorials - New York City 2012 / Adv track - numerical computing

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Description

Many developers need to implement solutions which require some math or stat modelling. In this session we will show you how F# allows us to write elegant and expressive numerical code. You will work with matrices, random number generators and linear solvers. We'll start with an overview of F# features which make it ideal for numerical development. Then, in a mixture of demos and exercises, we will implement simple Monte Carlo methods and try to fit linear regression model to a dataset. We will be using FCore math library, which you can download from www.statfactory.co.uk.

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Tomas Petricek (tomas.petricek)

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Tomas Petricek is a long time F# enthusiast, using F# since the early Microsoft Research versions. He has been a Microsoft C# MVP since 2004, and together with Jon Skeet wrote Real-world Functional Programming which explains basic functional concepts using C# 3.0 (teaching F# alongside) and which shows several appealing real-world uses of F# and functional techniques. He also contributed to the development of F# during two internships at Microsoft Research.

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on 11/12/2018 4:58 AM
I've been teaching F# for over seven years now, both in the public F# FastTrack course that we run at SkillsMatter in London and in various custom trainings for private companies. Every time I teach the F# FastTrack course, I modify the material in one wa[...]
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on 10/8/2018 4:22 AM
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on 5/22/2018 2:27 AM
Unless you are a sci-fi author or some secret government agency, the question whether aliens would understand lambda calculus is probably not your main practical concern. However, the question is intriguing because it nicely vividly formulates a fundament[...]
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on 9/12/2017 9:42 AM
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on 6/14/2017 5:27 AM
Over the last year, I have been working on The Gamma project, which aims to make data-driven visualizations more trustworthy and to enable large number of people to build visualizations backed by data. The Gamma makes it possible to create visualizations [...]
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