fix latex style

Author: Ilia Lazarev

manuscript.tex

@@ -406,8 +406,8 @@ \subsection{Optimized quantum scheme for Hamming distance calculation}
 From those amplitudes estimations we are able to plot the distance matrix between two data sets of binary vectors.
 The probability amplitude of the ancilla qubit outcomes captures the exact Hamming distance as the result of the preprocessing function.
 There are two possible outcomes of measurement of the ancilla qubit, each has own probability amplitude and own interpretation of that amplitude. 
-For instance, for the |0> outcome, the larger the amplitude the smaller the Hamming distance, 
-and for the |1> outcome it is the other way around, magnitude of the amplitude of that outcome is proportional to the Hamming distance.
+For instance, for the \left| 0 \right\rangle outcome, the larger the amplitude the smaller the Hamming distance, 
+and for the \left| 1 \right\rangle outcome it is the other way around, magnitude of the amplitude of that outcome is proportional to the Hamming distance.
 
 Measuring the Hamming distance of a particular pair of input vectors $\left| x_i \right\rangle$ and cluster vector $\left| y_j \right\rangle$ consists of extracting the relevant amplitude from the subspace that those states form, 
 this can be done using the following projection operator