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TableĀ 3 A sample of kinetic orders from the ensemble of kinetic orders

From: Computational inference of the structure and regulation of the lignin pathway in Panicum virgatum

\(g_{1,1}\)

0.2813

\(g_{6,7}\)

0.4040

\(g_{10,14}\)

āˆ’0.1023

\(g_{14,21}\)

0.8535

\(g_{2,1}\)

āˆ’0.1406

\(g_{3,8}\)

0.5759

\(g_{10,15}\)

0.9009

\(g_{13,22}\)

0.7673

\(g_{2,2}\)

0.0846

\(g_{4,9}\)

0.6118

\(g_{11,15}\)

āˆ’0.4505

\(g_{15,22}\)

āˆ’0.3836

\(g_{2,3}\)

0.8240

\(g_{7,9}\)

āˆ’0.3059

\(g_{4,15}\)

āˆ’0.0355

\(g_{14,23}\)

0.1043

\(g_{3,3}\)

āˆ’0.4120

\(g_{4,10}\)

0.6398

\(g_{11,16}\)

0.5198

\(g_{16,23}\)

āˆ’0.0521

\(g_{3,4}\)

0.5669

\(g_{7,11}\)

0.6277

\(g_{12,16}\)

āˆ’0.2599

\(g_{15,24}\)

0.5080

\(g_{4,4}\)

āˆ’0.2835

\(g_{8,11}\)

āˆ’0.3138

\(g_{12,17}\)

0.7121

\(g_{16,24}\)

āˆ’0.2540

\(g_{4,5}\)

0.0710

\(g_{7,12}\)

0.6414

\(g_{9,18}\)

0.6982

\(g_{16,25}\)

0.2855

\(g_{5,5}\)

āˆ’0.0355

\(g_{9,12}\)

āˆ’0.3207

\(g_{11,19}\)

0.0160

\(g_{10,26}\)

0.7116

\(g_{10,5}\)

āˆ’0.4505

\(g_{8,13}\)

0.4885

\(g_{13,19}\)

āˆ’0.0080

\(g_{12,26}\)

āˆ’0.3558

\(g_{5,6}\)

0.9630

\(g_{10,13}\)

āˆ’0.2442

\(g_{12,20}\)

0.6973

\(g_{4,26}\)

āˆ’0.0355

\(g_{6,6}\)

āˆ’0.4815

\(g_{9,14}\)

0.2046

\(g_{14,20}\)

āˆ’0.3487

Ā Ā