The purpose of this paper is to
find a positive definite quadratic form fn(x1,x2,⋯xn) which is extreme and for which
each of the binary form f2(xi,xj) is an extreme form. In other words we intend to
seek an extreme n-ary form fn(x1,x2,⋯xn) which remains extreme when it is
reduced to a binary form f2(xi,xj), by setting all but two of the x’s equal to
zero.
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