Often in higher mathematics, we are faced with the problem of decomposing a polynomial into a product of linear factors, if this is possible. We will encounter this fundamental task again and again in various areas of engineering mathematics, e.g. when solving polynomial inequalities, when calculating the eigenvalues of a matrix or when determining a basis of the solution space of linear differential equations.

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Polynomials

  • Christian Karpfinger

摘要

Often in higher mathematics, we are faced with the problem of decomposing a polynomial into a product of linear factors, if this is possible. We will encounter this fundamental task again and again in various areas of engineering mathematics, e.g. when solving polynomial inequalities, when calculating the eigenvalues of a matrix or when determining a basis of the solution space of linear differential equations.