摘要
This article deals with the structure relations between solutions toalgebraic system and matrices in eigenvalue method for solving the algebraic system-The authors first discuss the condition on the ideal generated by the given systemunder which the eigenspace of matrix has dimension 1 since in this case the zerocan be easily found. Then they study the relations between the multiplicity of zerosof the given system and orders of Jordan blocks of matrices formed in eigenvaluemethod.
This article deals with the structure relations between solutions toalgebraic system and matrices in eigenvalue method for solving the algebraic system-The authors first discuss the condition on the ideal generated by the given systemunder which the eigenspace of matrix has dimension 1 since in this case the zerocan be easily found. Then they study the relations between the multiplicity of zerosof the given system and orders of Jordan blocks of matrices formed in eigenvaluemethod.
