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foreign okay so Iamp;#39;m going to talk about uh average number of zeros of characters or finite groups as we go weamp;#39;ll see what that means quite a mouthful but itamp;#39;s nothing really okay so um Iamp;#39;m going to start off with some notation maybe recall some few things and then we get into character tables right away right so um when we say well a set of images about characters will be represented by IR of G as Mandy sure does when she presented and then the character degree is just the character value on the trivial element and if the character value is equal to one on the trivial element then the correct is called a linear character and then Kai is always invariant on conjugate classes so when you create the character table youamp;#39;ll see that for a for each conjugacy cluster is only one one value of of a character right so um we know that every finite group is an Associated character table and the question that we are asking is how does the information
