Fig. 5From: A polynomial time algorithm for computing the area under a GDT curveThe general shape of the Hubbard function. Notice that the values θ i along with the function values H b (θ i ), \(i = \overline{1,k}\), uniquely determine the area under the graph of H b . At the biannual CASP experiment, \(\bar{\theta } = 10\) Back to article page