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Diffusion models are evolutionary algorithms

126 点作者 che_shr_cat7 个月前

5 条评论

upghost7 个月前
This article uses the term &quot;evolutionary algorithm&quot; far too narrowly and it is causing a lot of confusion in the comments. I would STRONGLY recommend checking out the book &quot;Evolutionary Optimization Algorithms&quot; by Dan Simon[1]. It is incredibly readable. The type being referred to in the article is the classic &quot;Genetic Algorithm&quot; variant of evoluationary algorithms. But genetic programming, evolutionary programming, simulated annealing, ant colony optimization, particle swarm optimization, differential evolution, estimation of distribution algorithms, biogeography-based optimizations, cultural algorithms, and opposition-based learning algorithms are just a few examples of other types of evolutionary algorithms.<p>In general, they are a great approach to solving any non-convex optimization problem where gradient descent is not a practical choice.<p>[1]: <a href="https:&#x2F;&#x2F;books.google.com&#x2F;books&#x2F;about&#x2F;Evolutionary_Optimization_Algorithms.html?id=gwUwIEPqk30C" rel="nofollow">https:&#x2F;&#x2F;books.google.com&#x2F;books&#x2F;about&#x2F;Evolutionary_Optimizati...</a>
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bob10297 个月前
I have a hard time with the analogy due to how important population dynamics and solution diversity are to evolutionary algorithms.<p>In an EA, each candidate in the population represents a complete potential solution. As the diversity &amp; size of the population increases, the potential for convergence on high quality solutions also increases. I do not see the same concept in diffusion models.
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throwaway3141557 个月前
Michael Levin&#x27;s work is fascinating. Seems there&#x27;s no field he can&#x27;t help contribute to from a biological perspective.
adamnemecek7 个月前
They are all bialgebras.
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SubiculumCode7 个月前
In the end. Linear Regression.