.Net Tips – use [field:NonSerialized] to stop serializing your event handlers

In C#, when you define an event in your class, e.g.: the event handlers will be serialized along with other properties, etc. This is because under the hood, the compiler translates your event into the following, as can be seen through JetBrain’s dotPeek decompiler: Since the generated EventHandler is not marked with the [NonSerialized] attribute …

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My new PC!

It’s taken days to put my new dev machine together, but totally worth it! My old Core2Duo had a meagre Window Experience Index (WEI) of 4.5: The new system, with the help of a 120GB Corsair Force 3 GT SSD achieved a bumper 7.9 on both HD and RAM performance! Overall, I’m only let down …

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Performance Test – Binary serializers Part II

Note: don’t forget to check out the Benchmarks page to see the latest round up of binary and JSON serializers. A little while ago I put together a quick performance test comparing the BCL’s BinaryFormatter with that of Marc Gravell‘s protobuf-net library (.Net implementation of Google’s protocol buffer format). You can read more about my …

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Performance Test – SortedDictionary vs Dictionary vs Map vs Array

I stumbled upon this interesting question on StackOverflow today, Jon Harrop’s answer mentions a significant overhead in adding and iterating over a SortedDictionary and Map compared to using simple arrays. Thinking about it, this makes sense, the SortedDictionary class sorts its constituent key-value pairs by key, which will naturally incur some performance overhead. F#’s Map …

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Slides and Source Code for my talk with UKDG and NxtGenUG

Following my back-to-back talks with the UK Developers Group and NxtGenUG Southampton, I just like to say thanks those guys for having me, it’s been a great pleasure :-) For anyone interested, here are the links to the slides and the source code I used for the demo. Slides: http://www.slideshare.net/theburningmonk/introduction-to-aspect-oriented-programming Source Code: http://aop-demo.s3.amazonaws.com/AopDemo.zip

Project Euler – Problem 65 Solution

Problem The square root of 2 can be written as an infinite continued fraction. The infinite continued fraction can be written, ?2 = [1;(2)], (2) indicates that 2 repeats ad infinitum. In a similar way, ?23 = [4;(1,3,1,8)]. It turns out that the sequence of partial values of continued fractions for square roots provide the …

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