
Episode #110 - Groups... Theoretically w/ Dr Zack Wolske
Math & Physics Podcast
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Is There Something Special With Two to the Ten?
Two to the end and three to the end have a different number of groups For n bigger than four even is small enough I think 16 and 81 is just no. Five to the five might be like beyond our realm of comprehension Yeah, that's a that Wait, because it takes also a lot of computational power to like search through the possible sedocus and see which ones are associative This actually reminds me Very lightly about something I'm doing right now in combinatorics,. It's like the r number Do you know for like a graph of size? And it has like endpoints You want to know the amount of ways that you can Make a triangle between three points.
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