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Yuichi Hirasedon’t make sense for vectors in general. Finally, to reflect the functional nature of a polynomial, the C++ () operator is overloaded, so that P(x) makes sense when P is a Polynom object and x a scalar. These algebraic parts of the Polynom class definition are described in detail in Section 6.2. Tha

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https://doi.org/10.1007/978-1-349-19478-0o surface in geometric algebra. So this chapter should be regarded as laying the foundations for geometric algebra..We begin by investigating real, complex and quaternion products, where each one reveals a consistent pattern that continues throughout the vector products covered in chapter 3.