For example $\mathbf{C}$ or $\mathbf{R}[i]$ can be defined as $\mathbf{R}[X]/(X^2+1)$ but this is to "extend" $\mathbf{R}$.
Is there a "similar" way to define $\mathbf{R}(X^n)$ ?
Thanks
For example $\mathbf{C}$ or $\mathbf{R}[i]$ can be defined as $\mathbf{R}[X]/(X^2+1)$ but this is to "extend" $\mathbf{R}$.
Is there a "similar" way to define $\mathbf{R}(X^n)$ ?
Thanks
Copyright © 2021 JogjaFile Inc.