Description: one yuan sparse polynomial calculator [Addition and multiplication] Problem description : Design one yuan polynomial coefficient counter achieve the two polynomials addition, subtraction. Basic requirements : (a) input and the establishment of polynomial (2) output polynomial, the output form of integer sequence : n, c1, e1, c2, e2 ... cn, en, where n is the polynomial Number, ci, ei for the first item i the coefficients and indexes. By sequencing index in descending order. (3) a and b polynomial addition, the establishment of a polynomial b, the combined output polynomial. (4) a and b polynomial subtraction, the establishment of a polynomial-b, the output phase by polynomials. With the first table with a single node Chain store polynomial. Test data : (1) (2x 5x8- 3.1x11) (7-5x8 swath) (
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