Fix decimal marks
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@ -514,12 +514,12 @@ measured.
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\begin{tabular}{rrrr}
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array size $n$ & Algorithm 1 & Algorithm 2 & Algorithm 3 \\
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\hline
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$10^2$ & $0{,}0$ s & $0{,}0$ s & $0{,}0$ s \\
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$10^3$ & $0{,}1$ s & $0{,}0$ s & $0{,}0$ s \\
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$10^4$ & > $10,0$ s & $0{,}1$ s & $0{,}0$ s \\
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$10^5$ & > $10,0$ s & $5{,}3$ s & $0{,}0$ s \\
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$10^6$ & > $10,0$ s & > $10,0$ s & $0{,}0$ s \\
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$10^7$ & > $10,0$ s & > $10,0$ s & $0{,}0$ s \\
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$10^2$ & $0.0$ s & $0.0$ s & $0.0$ s \\
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$10^3$ & $0.1$ s & $0.0$ s & $0.0$ s \\
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$10^4$ & > $10.0$ s & $0.1$ s & $0.0$ s \\
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$10^5$ & > $10.0$ s & $5.3$ s & $0.0$ s \\
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$10^6$ & > $10.0$ s & > $10.0$ s & $0.0$ s \\
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$10^7$ & > $10.0$ s & > $10.0$ s & $0.0$ s \\
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\end{tabular}
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\end{center}
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@ -765,11 +765,11 @@ integers between $1 \ldots 10^9$:
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\begin{tabular}{rrrr}
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$n$ & Algorithm 1 & Algorithm 2 & Algorithm 3 \\
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\hline
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$10^6$ & $1{,}5$ s & $0{,}3$ s & $0{,}2$ s \\
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$2 \cdot 10^6$ & $3{,}7$ s & $0{,}8$ s & $0{,}3$ s \\
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$3 \cdot 10^6$ & $5{,}7$ s & $1{,}3$ s & $0{,}5$ s \\
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$4 \cdot 10^6$ & $7{,}7$ s & $1{,}7$ s & $0{,}7$ s \\
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$5 \cdot 10^6$ & $10{,}0$ s & $2{,}3$ s & $0{,}9$ s \\
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$10^6$ & $1.5$ s & $0.3$ s & $0.2$ s \\
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$2 \cdot 10^6$ & $3.7$ s & $0.8$ s & $0.3$ s \\
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$3 \cdot 10^6$ & $5.7$ s & $1.3$ s & $0.5$ s \\
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$4 \cdot 10^6$ & $7.7$ s & $1.7$ s & $0.7$ s \\
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$5 \cdot 10^6$ & $10.0$ s & $2.3$ s & $0.9$ s \\
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\end{tabular}
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\end{center}
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