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 www.stephendiehl.com
Monads Made Difficult
| | blog.sigfpe.com
A Neighborhood of Infinity: Monads for vector spaces, probability and quantum mechanics pt. I
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| | [AI summary] A technical blog post explores the mathematical relationship between monads in Haskell, probability spaces, and vector spaces, with plans to extend the concepts to quantum mechanics.
| | matthew.brecknell.net
Difference lists - Matthew Brecknell
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| | blog.sigfpe.com
A Neighborhood of Infinity: You Could Have Invented Monads! (And Maybe You Already Have.)
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| | [AI summary] The provided text is a collection of comments and discussions from various users about a blog post or tutorial on monads in Haskell programming. The main topics include the understanding of monads, the Writer Monad, the Random Monad, and the use of functions like 'bind' and 'unit'. Users have shared their insights, questions, and suggestions for improving the clarity of the tutorial. The comments highlight the importance of clear explanations, the use of examples, and the need for better notation and terminology to help readers grasp the concepts of monads.
| | pfzhang.wordpress.com
Perron numbers | Pengfei's Notes
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| Consider a monic polynomial with integer coefficients: $latex p(x)=x^d + a_1 x^{d-1} + \cdots + a_{d-1}x + a_d$, $latex a_j \in \mathbb{Z}$.The complex roots of such polynomials are called algebraic integers. For example, integers and the roots of integers are algebraic integers. Note that the Galois conjugates of an algebraic integer are also algebraic integers....