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  • What is an involutional automorphism? - Mathematics Stack Exchange
    It is very slightly ambiguous; in some contexts "involutional automorphism" might actually mean an involutional anti-automorphism (reverses the order of multiplication: $ (ab)^ {\ast} = b^ {\ast} a^ {\ast}$) For example conjugation on the quaternions has this property
  • Involutions of $S_n$ - Mathematics Stack Exchange
    You'll need to complete a few actions and gain 15 reputation points before being able to upvote Upvoting indicates when questions and answers are useful What's reputation and how do I get it? Instead, you can save this post to reference later
  • Walsh Hadamard Fourier Transform - Mathematics Stack Exchange
    Hey guys can anyone explain to me what the Walsh Hadamard Fourier Transform actually does and how and when do I use it? Can you also recommend me some textbooks that I can use to help me understand
  • Wild automorphisms of the complex numbers - Mathematics Stack Exchange
    The complex numbers can be characterized algebraically as the unique algebraically closed field of transcendence degree continuum over $\mathbb {Q}$ I think the key to understanding automorphisms lies in thinking of $\mathbb {C}$ in this way and forgetting any other structure like topology or embedding of $\mathbb {R}$ There are also lots of "good" subfields of $\mathbb {C}$, like, say





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