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real_logarithm [2016/02/10 14:55]
nikolaj
real_logarithm [2016/02/10 14:57]
nikolaj
Line 12: Line 12:
 Consider Consider
  
-$\log_r(r^n/​r^k) = \log_r(r^n) - \log_r(r^k) = n-k$+$\log_r(r^n/​r^1) = \log_r(r^{n-1}= n 1 = \log_r(r^n\log_r(r^1)$
  
 vs. vs.
  
-${\mathrm {dim}}({\mathbb R}^n/​{\mathbb R}^1) = {\mathrm {dim}}({\mathbb R}^{n-1}) = n-1 = {\mathrm {dim}}({\mathbb R}^n)-{\mathrm {dim}}({\mathbb R}^1)$+${\mathrm {dim}}({\mathbb R}^n/​{\mathbb R}^1) = {\mathrm {dim}}({\mathbb R}^{n-1}) = n - 1 = {\mathrm {dim}}({\mathbb R}^n)-{\mathrm {dim}}({\mathbb R}^1)$
  
 === Theorems === === Theorems ===
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