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\documentclass[12pt,journal,compsoc]{IEEEtran}\usepackage{alltt}\usepackage{amssymb}\usepackage{amsfonts}\usepackage{mathtools}\usepackage{array}\usepackage{amsmath}\usepackage{graphicx}\usepackage{float}\usepackage{lipsum}\begin{document}For a range block $R_i$, we calculate $s_i$, $o_i$ using the equations 4.2 and 4.3 and find the best matching domain block (for which the rms is minimum) in the same way as in previous method. Apply $s_i$ and $o_i$ on the first pixel $a_1$ of domain block to produce new range pixel ${b_{1_{new}}}$. Now, apply $s_i$ and $o_i$ to the next pixel $a_k$\in $\{a_2,a_3,...,a_n\}$ producing a value ${b_{k_{new}}}$. This new value bknew should not be equal to ${b_{1_{new}}}$. If they are equal we take the next pixel of domain block and produce new bknew until that is not equal to b1new. If ${b_{k_{new}}}$ \in $\{0,1,...,255\}$we skip this pixel. We now calculate {s_{i_{new}}} and {o_{i_{new}}} as follows:\end{document}