transcendental element

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transcendental element

[¦tran‚sen¦dent·əl ′el·ə·mənt]
(mathematics)
An element of a field K is transcendental relative to a subfield F if it satisfies no polynomial whose coefficients come from F.
References in periodicals archive ?
- Smarandache (2016-2017) has generalized the NTG to Neutrosophic Extended Triplet Group (NETG), where the neut(x) is allowed to be equal to the classical unitary algebraic element of the group theory [14-16].
Now we will show how it is possible in some cases to compute the approximation exponent for an algebraic element, without knowing the whole continued fraction.
But it may be that there is an algebraic element that they have overlooked.
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