Modify the convergence proof given in Sect. 5.5.2 (Theorem 5.1) to prove the convergence of the following correction procedure: starting with an arbitraryinitial weight vector a1, correct a(k) according to if and only if at (k)yk fails to exceed the margin b, where η(k) is bounded by What happens if b is negative?
Modify the convergence proof given in Sect. 5.5.2 (Theorem 5.1) to prove the convergence of the following correction procedure: starting with an arbitraryinitial weight vector a1, correct a(k) according to
if and only if at (k)yk fails to exceed the margin b, where η(k) is bounded by What happens if b is negative?
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