Category:Exponential on Real Numbers is Group Isomorphism
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This category contains pages concerning Exponential on Real Numbers is Group Isomorphism:
Let $\struct {\R, +}$ be the additive group of real numbers.
Let $\struct {\R_{> 0}, \times}$ be the multiplicative group of positive real numbers.
Let $\exp: \struct {\R, +} \to \struct {\R_{> 0}, \times}$ be the mapping:
- $x \mapsto \map \exp x$
where $\exp$ is the exponential function.
Then $\exp$ is a group isomorphism.
Pages in category "Exponential on Real Numbers is Group Isomorphism"
The following 4 pages are in this category, out of 4 total.