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. 2012 Apr 23;109(20):E1320-E1328. doi: 10.1073/pnas.1119407109

Fig. 2.

Fig. 2.

Designs of conjugate reporters to measure the effects of different cellular subsystems on variation in output. (A) To distinguish transcriptional from translational effects, three reporters are needed including a bicistronic mRNA with two independent ribosome binding sites. (B) Simulated results for the reporters in A assuming that extrinsic fluctuations affect only the rate of transcription, which fluctuates between three different levels (reactions and parameter values are given in SI Text). Blue dots show Z plotted against Z: The average spread along the Z = Z diagonal equals the sum of V[Z] and the extrinsic variance; the average spread perpendicular to the diagonal equals the sum of the transcriptional and translational variation (SI Text). Red dots show Z plotted against Z′′: the average spread along the diagonal equals the sum of V[Z], extrinsic, and transcriptional variation; the average spread perpendicular to the diagonal equals translational variation. For the parameters chosen (SI Text), the translational noise (coefficient of variation) is 0.12; the transcriptional noise is 0.39; and the extrinsic noise is 0.41. These numbers agree with Eqs. 9 through 11 to two decimal places. (C) Four reporters are needed to distinguish transductional variation from variation generated by gene expression. Here, a signaling network activates a transcription factor, T, in response to extracellular inputs. To measure variation in the output Z arising from gene expression, we require two conjugate reporters, Z and Z, whose expression is controlled by this transcription factor. To find a bound on transductional variation, we use two further conjugate and constitutively expressed reporters, Zc and Inline graphic.