GramSchmidtProcess.md (427B)
1 # The Gram-Schmidt Process 2 3 Khan U3 4 5 **Definition:** The Gram-Schmidt process is a process for finding an orthonormal basis of a subspace. 6 7 Basically, if we have a basis we can find the orthonormal basis of the subspace by normalizing the first vector, projecting a subsequent one onto it and subtracting that from the original vector, normalizing that new vector, and repeating each time projecting onto all existing basis'.