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Talk:Hadamard transform

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Why are these results interesting?

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What's missing from the page is a brief description of what these mean. Why are the these results interesting?

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— Preceding unsigned comment added by 86.142.160.167 07:16, March 8, 2008‎ (UTC)

Agreed. It's clear that you use this technique to take two equal-length power-of-2 numeric vectors, and generate a third vector. But, somewhere in the first paragraph, it should say WHY someone would want this third vector. My (strong) guess is that it has to do with cross-correlating the original two vectors, but that's just my guess (and a lot of Googling hasn't found any clear statement on the topic). -- Dan Griscom (talk) 11:24, 4 August 2015 (UTC)[reply]

A terrible analogy!

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> This would be like taking a fair coin that is showing heads, flipping it twice, and it always landing on heads after the second flip.

This is a terrible analogy! Flipping a coin implies observation of the result. Had we used Hadamard transform for flipping a coin, the subsequent flips would not be any different. Quantum effects should never be explained using classical analogies! — Preceding unsigned comment added by Kallikanzarid (talkcontribs) 11:44, 16 September 2012 (UTC)[reply]

Real analogies are always classical. Everything else is just defining one unknown thing relative to another unknown thing. 98.156.185.48 (talk) 03:03, 15 September 2023 (UTC)[reply]
classical analogy help learners understand the concept and can relate them easily. 114.143.130.110 (talk) 06:31, 12 September 2024 (UTC)[reply]