R is not a Complex Linear Space
May 08, 2024
In mathematics an object is a set of properties that define it. In Linear Algebra a set of elements make a vector space if they satisfy a certain set of properties.
Now one of those properties is a scalar multiplication. Mind you that what is considered a vector or scalar depends on the context. In one context \(a+ib\) is a scalar and in another context it is a vector.
Consider the set of real numbers \(\mathbb{R}\) and a set of complex numbers as \(\mathbb{C}\).
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Lets begin from the beginning
Apr 27, 2024
Hello.
The goal of this blog post is to have a conversation, the dynamics of which are a bit asymmetrical given that there is no reply from the other end, yet.
This specific post exists as a template for what is about to follow. We, yes we, the part of the whole and the whole of the part have this utmost responsibility and drive to keep going forward for wherever this journey takes us.
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