Let there be a point of ∑(A) in (κ, κ^']. Prove that Pκ≠Pκ^'.

Question

Let there be a point of $\sum(A)$ in $\left(\kappa, \kappa^{\prime}\right]$. Prove that $P_\kappa \neq P_{\kappa^{\prime}}$.

   Let there be a point of $\sum(A)$ in $\left(\kappa, \kappa^{\prime}\right]$. Prove that $P_\kappa \neq P_{\kappa^{\prime}}$.

Robert Geroch 1st Edition

Chapter 54, Problem 380

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Let there be a point of $\sum(A)$ in $\left(\kappa, \kappa^{\prime}\right]$. Prove that $P_\kappa \neq P_{\kappa^{\prime}}$.

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