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Well, I'm writing project on Marcov chains, and i've stumbled upon the statement that a Primitive matrix only has one eigenvalue on its Spectral circle.

Primitive Matrix = A matrix (lets call it U) where U^n > 0 for n > 1

That's nice, but how am i supposed to prove that?

Primitive Matrix = A matrix (lets call it U) where U^n > 0 for n > 1

That's nice, but how am i supposed to prove that?

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