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Table 4 The predicted regulators and logic functions among these regulatory genes in Y2 and Y3 networks, with LogicNet

From: LogicNet: probabilistic continuous logics in reconstructing gene regulatory networks

Gene Predicted Regulator/Logic Function
Y2 network
G1 \( {G}_6{G}_8{G}_9\bigvee \overline{G_6}{G}_8{G}_9\bigvee {G}_6{G}_8\overline{G_9}\bigvee \overline{G_6}{G}_8\ \overline{G_9}\bigvee {G}_6\overline{G_8}\overline{G_9} \)
G2 \( \overline{G_1}{G}_5{G}_8\bigvee {G}_1\overline{G_5}{G}_8\bigvee {G}_1{G}_5\overline{G_8}\bigvee \overline{G_1}{G}_5\overline{G_8}\bigvee {G}_1\overline{G_5}\ \overline{G_8} \)
G3 \( {G}_4{G}_5{G}_9\bigvee {G}_4\overline{G_5}\overline{G_9} \)
G4 \( {G}_5\overline{G_7}{G}_{10}\bigvee \overline{G_5}\overline{G_7}\overline{G_{10}} \)
G5 \( \overline{G_3}\overline{G_8}{G}_{10}\bigvee \overline{G_3}{G}_8\overline{G_{10}}\bigvee \overline{G_3}\overline{G_8}\overline{G_{10}} \)
G6 \( {G}_1{G}_2{G}_7\bigvee \overline{G_1}{G}_2{G}_7\bigvee {G}_1\overline{G_2}{G}_7\bigvee \overline{G_1}\overline{G_2}{G}_7\bigvee \overline{G_1}{G}_2\overline{G_7} \)
G7 \( \overline{G_4}{G}_6{G}_9\bigvee {G}_4\overline{G_6}{G}_9\bigvee {G}_4{G}_6\overline{G_9}\bigvee \overline{G_4}{G}_6\overline{G_9}\bigvee {G}_4\overline{G_6}\ \overline{G_9}\bigvee \overline{G_4}\overline{G_6}\overline{G_9} \)
G8 \( {G}_2\overline{G_3}{G}_9\bigvee {G}_2{G}_3\overline{G_9}\bigvee \overline{G_2}\overline{G_3}\overline{G_9} \)
G9 \( {G}_2{G}_6{G}_8\bigvee \overline{G_2}{G}_6{G}_8\bigvee \overline{G_2}\overline{G_6}\overline{G_8} \)
G10 \( \overline{G_6}{G}_8{G}_9 \)
Y3 network
G1 \( {G}_2{G}_4\overline{G_6}\bigvee \overline{G_2}\overline{G_4}{G}_6 \)
G2 \( \overline{G_3}{G}_7{G}_8\bigvee {G}_3{G}_7\overline{G_8}\bigvee \overline{G_3}{G}_7\overline{G_8}\bigvee \overline{G_3}\overline{G_7}\overline{G_8} \)
G3 \( {G}_1{G}_4{G}_5\bigvee \overline{G_1}\overline{G_4}{G}_5 \)
G4 \( {G}_3{G}_5{G}_{10}\bigvee {G}_3\overline{G_5}{G}_{10}\bigvee \overline{G_3}\overline{G_5}{G}_{10}\bigvee \overline{G_3}{G}_5\overline{G_{10}}\bigvee \overline{G_3}\overline{G_5}\overline{G_{10}} \)
G5 \( \overline{G_4}\overline{G_7}{G}_8\bigvee \overline{G_4}{G}_7\overline{G_8}\bigvee \overline{G_4}\overline{G_7}\overline{G_8} \)
G6 \( {G}_2{G}_5{G}_9\bigvee \overline{G_2}{G}_5{G}_9\bigvee {G}_2\overline{G_5}{G}_9\bigvee {G}_2{G}_5\overline{G_9}\bigvee \overline{G_2}\overline{G_5}{G}_9\bigvee \overline{G_2}{G}_5\overline{G_9}\bigvee {G}_2\overline{G_5}\ \overline{G_9} \)
G7 \( \overline{G_3}{G}_6{G}_8\bigvee {G}_3\overline{G_6}{G}_8\bigvee \overline{G_3}{G}_6\overline{G_8}\bigvee {G}_3\overline{G_6}\ \overline{G_8}\bigvee \overline{G_3}\overline{G_6}\overline{G_8} \)
G8
G9 \( \overline{G_1}{G}_5{G}_6\bigvee {G}_1{G}_5\overline{G_6}\bigvee {G}_1\overline{G_5}\ \overline{G_6} \)
G10 \( \overline{G_3}{G}_7{G}_8\bigvee \overline{G_3}{G}_7\overline{G_8}\bigvee \overline{G_3}\overline{G_7}\overline{G_8} \)