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# Craig Phillipscraigtp

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Last active May 28, 2019 — forked from gregoryyoung/ProbabilityKata2
Probability Kata part 2
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 OK so now you have implemented the kata. Your tests should look something like this: We can say that the tests define the object "in a calculus of itself". They are not state based tests, they define how the behaviours of the object interact with each other. To see the real value of this let's introduce some change ... I hear real system's do this occasionally. Because this is a high performance system decimal math is too slow. You now need to use floats instead. Need help on floating point math? Check out: http://www-users.math.umd.edu/~jkolesar/mait613/floating_point_math.pdf
Created May 27, 2019 — forked from gregoryyoung/ProbabilityKata
Greg Young's Probability Kata
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 Value objects are an important concept in DDD. This kata is made both to learn value objects and to learn better ways of testing. Write a probability value object. It should contain the following methods: Probability CombinedWith(Probability) Probability InverseOf() Probability Either(Probability) if you forget your probability math: Either:P(A) + P(B) - P(A)P(B) CombinedWith: P(A)P(B)
Created Aug 30, 2014 — forked from simon-engledew/BubbleBabble.cs
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 public static class BubbleBabble { private static readonly string vowels = "aeiouy"; private static readonly string consonants = "bcdfghklmnprstvzx"; public static string Convert(byte[] bytes) { int seed = 1; int rounds = 1 + bytes.Length / 2; StringBuilder result = new StringBuilder();
Created Apr 22, 2014 — forked from bleroy/NotNull
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 using System; using System.Collections.Generic; using System.Linq.Expressions; using System.Reflection; namespace Bleroy.Helpers { public static class NotNull { public static TProp Get(this TSource source, Expression> property) where TSource : class { if (source == null) return default(TProp); var current = property.Body;
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