| Z.-L. Zhang, and D. A. Mix Barrington. Complexity of Symmetric Functions in Perceptron-Like Models. Technical Report Computer Science Department, University of Massachusetts, 1992. |
.... A characterization of symmetric functions computed by d perceptrons 1 of quasipolynomial size (i.e. size bounded by 2 log O(1) n ) is given in [12] Under a certain condition on the functions Fourier coeffiients symmetric functions can also be characterized in another perceptron like model ([11]) But up to now we don t even have a characterization for S AC 0 [2] We will prove one result towards giving such a characterization. The proof is based on a technique developed in [3] 2 Earlier results Symmetric functions in AC 0 2 , in AC 0 as well as in AC 0 2 [2] have been ....
Z.-L. Zhang, and D. A. Mix Barrington. Complexity of Symmetric Functions in Perceptron-Like Models. Technical Report Computer Science Department, University of Massachusetts, 1992.
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