Category:Additive Group of Real Numbers is Not Isomorphic to Multiplicative Group of Real Numbers
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This category contains pages concerning Additive Group of Real Numbers is Not Isomorphic to Multiplicative Group of Real Numbers:
Let $\struct {\R, +}$ denote the additive group of real numbers.
Let $\struct {\R_{\ne 0}, \times}$ denote the multiplicative group of real numbers.
Then $\struct {\R, +}$ is not isomorphic to $\struct {\R_{\ne 0}, \times}$.
Pages in category "Additive Group of Real Numbers is Not Isomorphic to Multiplicative Group of Real Numbers"
The following 4 pages are in this category, out of 4 total.
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- Additive Group of Real Numbers is Not Isomorphic to Multiplicative Group of Real Numbers
- Additive Group of Real Numbers is Not Isomorphic to Multiplicative Group of Real Numbers/Proof 1
- Additive Group of Real Numbers is Not Isomorphic to Multiplicative Group of Real Numbers/Proof 2
- Additive Group of Real Numbers is Not Isomorphic to Multiplicative Group of Real Numbers/Proof 3