  Understanding the complemented subspaces of $L_p$ has been an interesting
topic of research in Banach space theory since 1960. 1999, Alspach proposed a
systematic approach to classifying the subspaces of $L_p$ by introducing a norm
given by partitions and weights. This paper shows that with Alspach Norm we are
able to classify some complemented subspaces of $L_p, 2<p<\infty$.
