ON MULTIPLE INTERSECTION POINT OF HOMOGENEOUS CURVES

Grigor Avagyan

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Abstract

In the present paper we describe the polynomial space, corresponding to the multiple intersection point of two curves that are given as products of correspondingly m and n different lines, passing through that point. The main result gives the basis of that space, using polynomials, which correspond to the derivatives with respect to the directions of those lines.

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ON MULTIPLE INTERSECTION POINT OF HOMOGENEOUS CURVES

Abstract

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ON MULTIPLE INTERSECTION POINT OF HOMOGENEOUS CURVES

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