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fixing latex
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@ -241,7 +241,7 @@ Note that in any case, Mallory's estimation becomes twice as precise after just
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She can continue probing, choosing the next probing amount such that it divides the current estimation interval in half.
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This well-known search technique is called _binary search_.
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With binary search, the number of probes is _logarithmic_ in the desired precision.
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For example, to obtain Alice's balance in a channel of 1 million satoshis up to a single satoshi, Mallory would only have to perform latexmath:[\log_2(1000000) \approx 20] probings.
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For example, to obtain Alice's balance in a channel of 1 million satoshis up to a single satoshi, Mallory would only have to perform latexmath:[$\log_2(1000000) \approx 20$] probings.
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If one probing takes 3 seconds, one channel can be precisely probed in only about a minute!
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Channel probing can be made even more efficient.
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