Integration of transcriptional inputs at promoters of the arabinose catabolic pathway
© Davidson et al; licensee BioMed Central Ltd. 2010
Received: 10 December 2009
Accepted: 2 June 2010
Published: 2 June 2010
Most modelling efforts of transcriptional networks involve estimations of in vivo concentrations of components, binding affinities and reaction rates, derived from in vitro biochemical assays. These assays are difficult and in vitro measurements may not approximate actual in vivo conditions. Alternatively, changes in transcription factor activity can be estimated by using partially specified models which estimate the "hidden functions" of transcription factor concentration changes; however, non-unique solutions are a potential problem. We have applied a synthetic biology approach to develop reporters that are capable of measuring transcription factor activity in vivo in real time. These synthetic reporters are comprised of a constitutive promoter with an operator site for the specific transcription factor immediately downstream. Thus, increasing transcription factor activity is measured as repression of expression of the transcription factor reporter. Measuring repression instead of activation avoids the complications of non-linear interactions between the transcription factor and RNA polymerase which differs at each promoter.
Using these reporters, we show that a simple model is capable of determining the rules of integration for multiple transcriptional inputs at the four promoters of the arabinose catabolic pathway. Furthermore, we show that despite the complex and non-linear changes in cAMP-CRP activity in vivo during diauxic shift, the synthetic transcription factor reporters are capable of measuring real-time changes in transcription factor activity, and the simple model is capable of predicting the dynamic behaviour of the catabolic promoters.
Using a synthetic biology approach we show that the in vivo activity of transcription factors can be quantified without the need for measuring intracellular concentrations, binding affinities and reaction rates. Using measured transcription factor activity we show how different promoters can integrate common transcriptional inputs, resulting in distinct expression patterns. The data collected show that cAMP levels in vivo are dynamic and agree with observations showing that cAMP levels show a transient pulse during diauxic shift.
Early experiments in the utilization of different sugars demonstrated that bacteria will preferentially use glucose over many other carbon sources, a phenomenon termed the glucose effect . Jacques Monod measured the growth curves of Escherichia coli, Bacillus subtilis, and Salmonella enterica in combinations of different sugars, and found that some combinations resulted in a simple growth curve, while others resulted in a biphasic, or diauxic, curve which is the result of preferential catabolism of glucose in the first growth phase, followed by a lag phase during which the catabolic proteins required for using the second sugar are made . Two mechanisms are responsible for the glucose effect; inducer exclusion and catabolite repression, which are mediated by the phosphoenolpyruvate - dependent transport system (PTS). The first mechanism involves the inhibition of numerous permeases by direct protein-protein interaction with the dephosphosphorylated form of enzyme GluIIA , a phenomenon termed inducer exclusion. Also, in the absence of a glucose, phosphorylated enzyme GluIIA will activate adenylate cyclase to increase formation of the second messenger, cyclic AMP (cAMP) [3–5]. cAMP binds to the transcriptional regulator CRP which is involved in regulation of numerous catabolic operons; and it is the maintenance of cAMP at low concentrations during growth on glucose that is the basis of catabolite repression.
The role of the PTS system in the modulation of cAMP levels, and the relative contributions of inducer exclusion and catabolite repression to the glucose effect are controversial. Experiments have shown that while cAMP levels increase during the lag phase, there is no appreciable difference between intracellular cAMP levels during growth on glucose or lactose [6, 7], while conflicting studies show a large difference [8, 9]. Furthermore there is evidence that there is little relationship between glucose flux and intracellular levels of cAMP, and that E. coli increases its intracellular concentration of cAMP before glucose flux decreases , which suggests that the PTS system cannot be solely responsible for regulating intracellular concentration of cAMP. However, more recent work has contested this result, and shown that cAMP levels increase as glucose levels reach 10 μM, in concert with increasing phosphorylation of enzyme EIIAglu Despite its role as a global regulator of nutrient status  involved in modulating the expression of numerous catabolic operons [4, 7, 11–15], the contribution of CRP-cAMP to the glucose effect is not completely understood.
The arabinose catabolic pathway is among those positively regulated by CRP-cAMP and is comprised of four operons, all regulated by the same two transcriptional regulators: AraC and CRP. These operons code for genes involved in regulation, transport, and catabolism of arabinose, and each of their respective promoters have binding sites for the transcriptional regulators AraC and CRP that differ in sequence and location relative to the -35 site. The AraC dimer represses transcription of ParaBAD in the absence of arabinose via loop formation in the regulatory region of the araC/araBAD operon [11, 16–20]. Binding of arabinose to the C-terminal dimerization domain of the AraC dimer induces flexibility in the dimer, allowing the release of the loop and binding of the dimer to the operator that overlaps the -35 region of ParaBAD, leading to transcription initiation at this promoter [17, 21]. ParaC is transcribed divergently from ParaBAD and in this case, AraC acts as a repressor at high concentrations [11, 22]. While transcription of ParaC has a low basal level, the binding of CRP in the araBAD/araC regulatory region increases transcription . The promoters of the arabinose uptake operons, ParaE and ParaFGH, also have binding sites for both transcription factors. The order and position relative to the -35 region of CRP and AraC operators in ParaE are the same as ParaBAD; however, the order of binding sites in ParaFGH is the reverse, with the CRP site overlapping the -35 region . The differences in sequence and position of transcription factor binding sites determine the strength of interaction between transcription factors and the operator, and transcription factors and the RNA polymerase, which in turn govern the overall transcription rate and kinetics of induction. Thus differing gene expression among the four arabinose regulated promoters is the result of varying integration of the common signals from the two transcription factors and RNA polymerase.
Typically, detailed models of promoter activity [13, 26–30] require determining or estimating numerous binding constants, transcription coefficients, degradation coefficients, and intracellular concentrations of each network component, which can be problematic. Alternatively, models can be fit to experimental data in order to estimate parameter sets that explain observed behaviour [14, 31], and functions describing transcription factor activity can be estimated from expression data [31, 32]. However, non-uniqueness of parameter estimates is a common problem, especially where there are multiple parameters to be estimated. Our knowledge of the integration of transcriptional signals, particularly cAMP-CRP, at sugar catabolic promoters is commonly derived from measurements of steady state promoter activity in gradients of its exogenous inducer, cAMP [14, 33]. However, cAMP can be toxic in high concentrations, and evidence has shown that during diauxic shift cAMP levels in vivo vary in a non-linear manner, which has led to discussion about the role of cAMP-CRP in diauxic shift [6, 7, 34–36]. Furthermore, while promoters under positive control by CRP have been used to measure CRP activity within the cell [8, 13], the interpretation of these data is difficult because the interaction between RNA polymerase, cAMP-CRP and the promoter are strongly context dependent, result in non-linear transcriptional activation, and will vary from promoter to promoter. Furthermore, cAMP concentrations within the cell have been shown to increase and decrease quite rapidly  and a positively controlled promoter may not reflect this. Therefore, it is unclear how we can understand transcriptional dynamics in diauxic shift based on knowledge gained from steady state analyses and without a more direct method of measuring cAMP-CRP dynamics in vivo.
Synthetic biology offers an alternative method of measuring the activity of transcription factors in vivo. We report here on the development of synthetic reporters for independently measuring in vivo activities of CRP-cAMP, AraC-arabinose, and RNA polymerase while investigating diauxic shift in the arabinose regulon. The synthetic transcription factor reporters measure transcription factor activity via repression of a constitutive reporter. We use these synthetic reporters to measure transcription factor activity during diauxic shift to determine whether the rules of integration determined from steady state behaviour can be extended to explain dynamic behaviour of sugar catabolic promoters in changing environments.
Sequence Alignment and Construction of Reporters and Synthetic Promoters
Primers used in this study
Gene expression in a gradient of cAMP and Arabinose
Promoter Induction Kinetics During Diauxic Shift
The kinetic behaviour of the four arabinose regulon promoters was investigated in conditions of diauxic shift which measures promoter and transcription factor activity in conditions of rapidly changing endogenous cAMP concentrations, from low (high glucose) to high (all glucose consumed) cAMP. Briefly, the optical density and luxCDABE expression of both the catabolic promoters and transcription factor reporters was measured every 4 minutes during exponential phase, in a medium with subsaturating glucose and saturating arabinose. From these data, promoter expression (CPS/OD) and transcription factor activity for AraC-arabinose and CRP-cAMP was calculated according to equation 2.
Model Development and Analysis
Fitted coefficients from fit of model to steady state expression.
Three synthetic transcription factor reporters, synARA, synCRP, and synRNAPσ70, were used to measure the in vivo steady state activity of AraC, CRP, and RNA polymerase in gradients of arabinose and cAMP. This information was used in a mathematical model to determine the rules of integration of common transcriptional inputs at the promoter level. The test of the model was to determine whether these rules could predict promoter behaviour during diauxic shift when AraC-arabinose and cAMP-CRP activity were measured in vivo. At steady state, the transcription factor reporters showed a graded response to the concentration of their respective small molecule effector, demonstrating that repression is an effective method for measuring transcription factor activity that obviates the need for estimating various binding and degradation constants. There was a slight amount of cross talk between small molecule effectors; for example, the synCRP reporter showed slight inhibition as the concentration of arabinose increased (Figure 3). This may be due to the internal regulation of cAMP as the arabinose is catabolized. The synRNAPσ70 reporter remained largely unaffected by arabinose or cAMP concentration (Figure 3). A simple mathematical model based on measured transcription factor activities was sufficient to reproduce steady state behaviour (Figure 2), and furthermore, could predict dynamic behaviour during diauxic shift using measured transcription factor activities (Figure 6). These results suggest that the repression of a constitutive promoter is an efficient and accurate method to measure transcription factor activity in vivo, without the need to measure binding coefficients and intracellular concentrations biochemically.
Induction during diauxic shift is the most biologically realistic environment to test the response of the four promoters to transcription factor activity. Furthermore, the role of cAMP in transcriptional activation during diauxic shift is in question due to the complex behaviour of cAMP as glucose is consumed [6, 7, 34–36]. The model fit to steady state expression data is capable of predicting the major aspects of induction in diauxic shift, and suggests that both CRP and AraC are capable of binding their operators and interacting with RNA polymerase as long as repression by AraC is relieved. The significance of the γ term (Table 2) suggests that both arabinose and cAMP are required for full transcription (AND logic), similar to earlier results [39, 40]. However, the additional significant α term (Table 2) indicates that AraC alone can modulate transcription independently of cAMP. This suggests that the logic function performed by all the arabinose catabolic promoters is more complex, similar to that measured for PlacZ.
The measurement of cAMP-CRP activity during diauxic shift in this study (Figure 4) confirms other observations of cAMP concentration in these conditions . Before the decline of growth rate, decrease in glucose uptake, or reduction in glucose flux, cAMP concentration within the cell changes rapidly, rising quickly, then soon returning to basal activity once the secondary sugar has been detected . This burst of activity has been demonstrated by other investigators . Because cAMP changes so rapidly, it was unclear to us whether models derived from steady state activity could be used to understand dynamical behaviour. Surprisingly, the model derived from steady state behaviour does predict the salient aspects of diauxic shift, though model fits for ParaFGH and ParaC are not as accurate as those for ParaE and ParaBAD (Figure 6). This may reflect specific aspects of transcription in these promoters that is not properly modeled. For example, the relative positions of the CRP and AraC operators in ParaFGH are opposite that of ParaE, with the CRP operator overlapping the -35 site . This suggests that the effect of CRP-cAMP at this promoter may be stronger than AraC, and may include some cooperativity that is not included in the model. Also, at ParaC, AraC can act as a repressor at the O1 site [11, 22]. Repression was not included in this analysis and indeed it is clear that the drop in expression at high arabinose concentrations at this promoter is not adequately modeled. The role of AraC as a simple activator may be oversimplified, as it remains unclear what role AraC plays in the kinetics of induction, given that it is most active at time points after the promoters have been activated (Figure 4). This may indicate that the primary role of arabinose binding to AraC is to relieve repression. That the predicted expression is higher at early time points than measured suggests that there are elements of repression via AraC that the model does not reproduce. AraC has been demonstrated to be required to initiate transcription by helping to recruit RNA polymerase to the -35 site [17, 18, 20, 41, 42]; however, the protein is always present at I2 which is immediately adjacent to the -35 site. Therefore, changes in concentration of AraC, which would be measured by our reporter, may happen long after the resident AraC has fulfilled its role. Conversely, the low early activity of synARA may simply be an artefact of this reporter being relatively low strength.
Mathematical models of transcriptional regulation have either relied on estimates of in vivo binding affinities, concentrations and reaction rates , or have estimated these "hidden functions" [31, 32] from transcriptional data. The first technique has the complication of having to measure numerous quantities in vitro, which is both difficult and hard to relate to in vivo conditions. The second technique has the possibility of estimating non-unique parameter sets and remains a substitute for being able to measure in vivo transcription factor activity in real time. While cAMP concentrations in vivo have been estimated from non-native CRP-dependent promoters [8, 13], the interaction between RNA polymerase and the transcription factor at the promoter results in a non-linear activation of transcription. The non-linearity in transcription activation complicates the interpretation of the rate at which in vivo cAMP concentrations are increasing or decreasing. For these reasons, determining in vivo concentrations of small molecule activators, or the activity of their cognate transcription factors, has been exceedingly difficult. Therefore, we used synthetic biology techniques to develop transcription factor reporters that can give an indication of transcription factor activity in real time. The synthetic transcription factor reporters consist of a constitutive promoter followed by the operator binding site for the transcription factor of interest. It is relatively simple to develop synthetic reporters for intercellular concentrations of effectors by cloning a library of reporters with degenerate operator binding sites  (Figure 1c, Additional file S1, Figure S1, Additional file S1 Figure S2, Additional file S1 Figure S3). Experiments showed that not only were the reporters capable of giving sensitive, linear and real time indications of in vivo transcription factor activity (Figures 3, 4), but that simple models were capable of relating these measurements to promoter activity (Figure 2) even in a dynamic experiment such as during diauxic shift (Figure 6). In other words, using these promoters we measured real time in vivo transcription factor activity and determined their rules of integration at the promoter level. This is a marked improvement on methods of measuring small molecule concentrations in real time.
Preferential catabolism of sugars and signalling of the nutritional state is regulated by complex interactions of sugar intake systems, adenylate cyclase, and transcriptional regulation. This work demonstrates the development of novel synthetic reporters that measure the transcription factor activity in vivo and obviate the need for the estimation of numerous parameters. Because cAMP activity during diauxic shift shows a rapid pulse of activity, its role in regulation of catabolic promoters during diauxie has been contentious [7, 34–36]. However, the integration of information from common transcription factors is mediated by the relative strength of α, β and γ, and this analysis shows that understanding these rules is sufficient to predict the salient features of gene regulation during diauxic shift, without in vitro estimation of numerous biochemical coefficients.
Strains and conditions
The Escherichia coli strain used in this study was MG1655. All strains were cultured aerobically at 37 °C in Luria Bertani (LB) broth (Invitrogen Canada, Burlington Ontario) or M9 minimal medium (Becton Dickinson Canada Inc., Mississauga, Ontario, Canada) supplemented with 0.1% casamino acids (Becton Dickinson Canada Inc.) and either 0.5% glycerol or 0.1% glucose. Kanamycin was included in liquid and solid media at a concentration of 50 μg/mL as required.
Sequence Alignment and Construction of Reporters and Synthetic Promoters
The complete intergenic region for the promoters ParaC, ParaBAD, ParaE and a truncated fragment of the araFGH intergenic region including all known regulatory elements were PCR amplified using primers listed in Table 1. The PCR products were purified, digested with Xho 1 and Bam H1 (New England Biolabs, Ipswitch MA.) and ligated into the low copy luxCDABE reporter plasmid pCS26-Pac . Positive recombinant plasmids were identified by luciferase expression and confirmed by DNA sequencing.
Previous work describes the development of a library of synthetic σ70 promoters of varying strengths (Pabbaraju and Surette, unpublished results). The transcription factor reporters were built from a constitutive σ70 promoter from this library that exhibited a medial level of expression called synRNAP-σ70 (AATAATTCTTGAAATTTATGCT TCCGGCTCGTATTTTACGTGCAATT). Alignments of the AraC binding site and CRP binding site in the AraC regulon were done in the program AlignX (Invitrogen, Canada) and these consensus binding sites were the basis of the transcription factor reporter libraries. The consensus binding site, with four degenerate bases, was added to the 3' primer for the synRNAP-σ70 promoter. This design placed the operator region immediately downstream of the -10 position of the constitutive synRNAP-σ70 promoter, and the addition of degenerate bases allowed us to screen a large number of clones for different levels of activity. Primers designed for synARA clones included binding regions that were based on a single I1 site, or combinations of I1I1 and I1I2 sites with and without degenerate bases (Table 1). We also tested the slightly different I1I2 consensus sequence of Seabold and Schlief . The PCR products were purified and cloned into the pCS26-Pac plasmid. The ligation reactions were transformed into Electromax electrocompetent DH10b cells (Invitrogen Canada), the plasmid library recovered from the liquid cultures, and retransformed into chemically competent MG1655. The library was picked into 96 well plates and screened for responsiveness to the addition of the relative effector. The transcription factor reporters showing the strongest repression were selected and named synARA and synCRP.
Steady State Promoter Expression
Overnight cultures of each reporter were diluted 1/600 into fresh LB medium and grown to half exponential phase (three hours, OD600 0.1-0.2). 50 μl of each reporter was then added to each well in a 96 well plate containing 50 μl LB and gradients of arabinose (0-0.2%) and cAMP (0-1 mM). The plates were read in a multiwell plate reader (Wallac Victor 1420 multilabel counter) at 4 minute intervals, with agitation (30 seconds, 2.0 mm orbital shake prior to measurement) for an hour and a half. This allowed for fine-resolution temporal mapping of promoter activity over 96 different combinations of arabinose and cAMP concentrations (after ). Data was normalized to optical density prior to analysis.
Specificity of transcription factor reporters
To test for specificity of the transcription factor reporters, luciferase expression was measured in a gradient of both arabinose and cAMP. Overnight cultures of synARA, synCRP and synRNAP-σ70was diluted 1/600 into fresh LB medium and grown to half exponential phase (three hours, OD600 0.1-0.2). 50 μl of each reporter was then added to each well in a 96 well plate containing 50 μl LB and gradients of arabinose (0-0.2%) and cAMP (0-1 mM). OD and luminescence were measured using a multiwell plate reader (Wallac Victor 1420 multilabel counter) at 4 minute intervals, with agitation (30 seconds, 2.0 mm orbital shake prior to measurement) for an hour and a half. This allowed for fine-resolution temporal mapping of transcription factor activity over 96 different combinations of arabinose and cAMP concentrations .
Induction Kinetics from Diauxic Shift
For diauxic shift assays, the cultures were grown overnight in M9 medium plus glucose, diluted 1/600 in the same medium and grown to half exponential phase (three hours, OD600 0.1-0.2). The cultures were then rinsed twice in M9 medium without a carbon source, then added to the 96 well plate with saturating arabinose (0.1%) and subsaturating glucose (0.0001%, 0.0002%, 0.001%, 0.005%, 0.01%). The plate was measured in the same manner as above. Luciferase expression in four minute intervals was measured as before for three hours. All gene expression assays were performed in triplicate, and data was normalized to optical density prior to analysis.
Model Development and Analysis
Because transcription of this reporter (SA) and the basal transcription rate (T) are measured quantities, and the activation rate is by definition the difference between fully repressed and fully unrepressed expression  and thus can be estimated from measured data (SAt - TsynRNAPσ70 t), we can easily calculate the quantity A* for every combination of inducers, or for every time step in a diauxic shift experiment. In instances where equation 2 resulted in a negative value, the results were normalized to 0. Identical arguments apply to calculating the activity of cAMP-CRP from the measured expression of synCRP.
then data evaluated from equation 2 can be substituted in equations 3 and 4. The two terms in equation 6 are not equivalent, thus the values estimated for α, β and γ do not exactly correspond to activation coefficients but rather include the ratio of the binding of the transcription factors to the synthetic promoters (K1syn) to the binding of the transcription factors to the promoters in their natural context (K1). However, the transcriptional activity measured by the synthetic promoters is proportional to actual activity in vivo, so that coefficients estimated by model fitting illustrate relative strengths of inputs at each promoter. The coefficients α, β and γ in equation 3 are determined by model parameterization. If any of these coefficients resolves to zero or is insignificant, then the corresponding term can be dropped from the equation and a simpler model refit to the data. Models were fit with nonlinear least square fitting using the function nls in the statistical package R . Model fit was evaluated by comparing residual sum of squares and Akaike's Information Criterion.
The functional form and scaling coefficients predicted from fitting expression data to measured steady state transcription activity should be sufficient to predict kinetics of induction in a dynamical model. Thus the fitted coefficients were then used to predict induction both in steady state and during diauxic shift using measured transcription factor activities and equation 4. Data from multiple diauxic shift experiments and gradient expression assays (n = 7 induction from diauxic shift, n = 3 gradient expression) were averaged.
- Muller-Hill B: The lac operon: A Short History of a Genetic Paradigm. 1996, Berlin: Walter de Gruyter,View ArticleGoogle Scholar
- Monod J: Recherches sur la croissance des cellules bacteriennes. 1942, Institute Pasteur, Acutalites scienctific et industrielles,Google Scholar
- Roseman S, Meadow ND: Signal transduction by the bacterial phosphotransferase system. Journal of Biological Chemistry. 1990, 265: 2993-2996.PubMedGoogle Scholar
- Saier MHJ: Regulation of carbon metabolism in bacteria. Research in Microbiology. 1996, 147: 439-447. 10.1016/0923-2508(96)83997-0.View ArticlePubMedGoogle Scholar
- Saier MHJ, Crasnier M: Inducer exclusion and the regulation of sugar transport. Research in Microbiology. 1996, 147: 482-489. 10.1016/S0923-2508(96)90150-3View ArticlePubMedGoogle Scholar
- Inada T, Kimata K, Aiba H: Mechanism responsible for glucose-lactose diauxie in Escherichia coli: challenge to the cAMP model. Genes to Cells. 1996, 1: 293-301. 10.1046/j.1365-2443.1996.24025.xView ArticlePubMedGoogle Scholar
- Narang A, Pilyugin SS: Bacterial gene regulation in diauxic and non-diauxic growth. Journal of Theoretical Biology. 2007, 244: 326-348. 10.1016/j.jtbi.2006.08.007View ArticlePubMedGoogle Scholar
- Bettenbrock K, Sauter T, Jahreis K, Kremling A, Lengeler JW, Gilles ED: Correlation between growth rates, EIIACrr phosphorylation, and intracellular cyclic AMP levels in Escherichia coli K-12. Journal of Bacteriology. 2007, 189: 6891-6900. 10.1128/JB.00819-07PubMed CentralView ArticlePubMedGoogle Scholar
- Notley-McRobb L, Death A, Ferenci T: The relationship between external glucose concentration and cAMP levels inside Escherichia coli: implications for models of phosphotransferase-mediated regulation of adenylate cyclase. Microbiology. 1997, 143: 1909-1918. 10.1099/00221287-143-6-1909View ArticlePubMedGoogle Scholar
- Seshasayee ASN, Bertone P, Fraser GM, Luscombe NM: Transcriptional regulatory networks in bacteria: from input signals to output responses. Current Opinion in Microbiology. 2006, 9: 511-519. 10.1016/j.mib.2006.08.007View ArticlePubMedGoogle Scholar
- Hahn S, Schleif R: In vivo regulation of the Escherichia coli ara C promoter. Journal of Bacteriology. 1983, 155: 593-600.PubMed CentralPubMedGoogle Scholar
- Lis JT, Schleif R: Different cyclic AMP requirements for induction of the arabinose and lactose operons of Escherichia coli. Journal of Molecular Biology. 1973, 79: 149-162. 10.1016/0022-2836(73)90276-3View ArticlePubMedGoogle Scholar
- Ozbudak EM, Thattai M, Lim HN, Shraiman BI, van Oudenaarden A: Multistability in the lactose utilization network of Escherichia coli. Nature. 2004, 427: 737-740. 10.1038/nature02298View ArticlePubMedGoogle Scholar
- Setty Y, Mayo AE, Surette MG, Alon U: Detailed map of a cis-regulatory input function. Proceedings of the National Academy of Sciences, USA. 2003, 100: 7702-7707. 10.1073/pnas.1230759100.View ArticleGoogle Scholar
- Zhang X, Schleif R: Catabolite gene activator protein mutations affecting activity of the araBAD promoter. Journal of Bacteriology. 1998, 180: 195-200.PubMed CentralPubMedGoogle Scholar
- Seabold RR, Schleif RF: Apo-AraC actively seeks to loop. Journal of Molecular Biology. 1998, 278: 529-538. 10.1006/jmbi.1998.1713View ArticlePubMedGoogle Scholar
- Carra JH, Schleif R: Variation of half-site organization and DNA looping by AraC protein. EMBO Journal. 1993, 12: 35-44.PubMed CentralPubMedGoogle Scholar
- Timmes A, Rodgers M, Schleif R: Biochemical and physiological properties of the DNA binding domain of AraC protein. Journal of Molecular Biology. 2004, 340: 731-738. 10.1016/j.jmb.2004.05.018View ArticlePubMedGoogle Scholar
- Reed WL, Schleif R: Hemiplegic mutations in AraC protein. Journal of Molecular Biology. 1999, 294: 417-425. 10.1006/jmbi.1999.3224View ArticlePubMedGoogle Scholar
- Saviola B, Seabold RR, Schleif R: DNA bending by AraC: a negative mutant. Journal of Bacteriology. 1998, 180: 4227-4232.PubMed CentralPubMedGoogle Scholar
- Zhang X, Reeder T, Schleif R: Transcription activation parameters at ara PBAD. Journal of Molecular Biology. 1996, 258: 14-24. 10.1006/jmbi.1996.0230View ArticlePubMedGoogle Scholar
- Haggerty DM, Oeschger MP, Schleif R: In vivo titration of araC protein. Journal of Bacteriology. 1978, 135: 775-781.PubMed CentralPubMedGoogle Scholar
- Miyada CG, Stoltzfus L, Wilcox G: Regulation of the araC gene of Escherichia coli: Catabolite repression, autoregulation, and effect of araBAD expression. Proceedings of the National Academy of Sciences, USA. 1984, 81: 4120-4124. 10.1073/pnas.81.13.4120.View ArticleGoogle Scholar
- Johnson CM, Schleif R: In vivo induction kinetics of the arabinose promoters in Escherichia coli. Journal of Bacteriology. 1995, 177: 3438-3442.PubMed CentralPubMedGoogle Scholar
- Johnson CM, Schleif R: Cooperative action of the catabolite activator protein and AraC in vitro at the araFGH promoter. Journal of Bacteriology. 2000, 182: 1995-2000. 10.1128/JB.182.7.1995-2000.2000PubMed CentralView ArticlePubMedGoogle Scholar
- Kuhlman T, Zhang Z, Saier MHJ, Hwa T: Combinatorial transcriptional control of the lactose operon of Escherichia coli. Proceedings of the National Academy of Sciences, USA. 2007, 104: 6043-6048. 10.1073/pnas.0606717104.View ArticleGoogle Scholar
- Bhartiya S, Rawool S, Venkatesh KV: Dynamic model of Escherichia coli tryptophan shows an optimal structural design. FEBS. 2003, 270: 2644-2651.Google Scholar
- Santillan M, Mackey MC: Dynamic regulation of the tryptophan operon: a modeling study and comparison with experimental data. Proceedings of the National Academy of Sciences, USA. 2001, 98: 1364-1369. 10.1073/pnas.98.4.1364.View ArticleGoogle Scholar
- Yagil G, Yagil E: On the relation between effector concentration and the rate of induced enzyme synthesis. Biophysical Journal. 1971, 11: 11-27. 10.1016/S0006-3495(71)86192-1PubMed CentralView ArticlePubMedGoogle Scholar
- Yildirim N, Mackey MC: Feedback regulation in the lac operon: a mathematical modelling study and comparison with experimental data. Biophysical Journal. 2003, 84: 2841-2851. 10.1016/S0006-3495(03)70013-7PubMed CentralView ArticlePubMedGoogle Scholar
- Ronen M, Rosenberg R, Shraiman BI, Alon U: Assigning numbers to the arrows: parameterizing a gene regulation network by using accurate expression kinetics. Proceedings of the National Academy of Sciences, USA. 2002, 99: 10555-10560. 10.1073/pnas.152046799.View ArticleGoogle Scholar
- Kalir S, Alon U: Using a quantitative blueprint to reprogram the dynamics of the flagella gene network. Cell. 2004, 117: 713-720. 10.1016/j.cell.2004.05.010View ArticlePubMedGoogle Scholar
- Kaplan S, Bren A, Zaslaver A, Dekel E, Alon U: Diverse two-dimensional input functions control bacterial sugar genes. Molecular Cell. 2008, 29: 786-792. 10.1016/j.molcel.2008.01.021PubMed CentralView ArticlePubMedGoogle Scholar
- Crasnier-Mednansky M: Is there any role for cAMP-CRP in carbon catabolite repression of the Escherichia coli lac operon. Nature Reviews Microbiology. 2008, 6: 953-10.1038/nrmicro1932-c1.View ArticleGoogle Scholar
- Görke B, Stülke J: Carbon catabolite repression in bacteria: many ways to make the most out of nutrients. Nature Reviews Microbiology. 2008, 6: 613-624. 10.1038/nrmicro1932View ArticlePubMedGoogle Scholar
- Görke B, Stülke J: Is there any role for cAMP-CRP in carbon catabolite repression of the Escherichia coli lac operon? Reply. Nature Reviews Microbiology. 2008, 6: 954-10.1038/nrmicro1932-c2.View ArticleGoogle Scholar
- Gallegos M-T, Schleif R, Bairoch A, Hofmann K, Ramos JL: AraC/XysL family of transcriptional regulators. Microbiology and Molecular Biology Reviews. 1997, 61: 393-410.PubMed CentralPubMedGoogle Scholar
- , : R: A language and environment for statistical computing. 2006, Vienna, Austria: R Foundation for Statistical Computing, 2.4.1,Google Scholar
- Alon U: An Introduction to Systems Biology: Design Principles of Biological Circuits. 2006, New York: Chapman and Hall/CRC,Google Scholar
- Mangan S, Alon U: Structure and function of the feed-forward loop network motif. Proceedings of the National Academy of Sciences, USA. 2003, 100: 11980-11985. 10.1073/pnas.2133841100.View ArticleGoogle Scholar
- Dhiman A, Schleif R: Recognition of overlapping nucleotides by AraC and the sigma subunit of RNA Polymerase. Journal of Bacteriology. 2000, 182: 5076-5081. 10.1128/JB.182.18.5076-5081.2000PubMed CentralView ArticlePubMedGoogle Scholar
- Hirsch J, Schleif R: In vivo experiments on the mechanism of action of L-arabinose C gene activator and lactose repressor. Journal of Molecular Biology. 1973, 80: 433-444. 10.1016/0022-2836(73)90414-2View ArticleGoogle Scholar
- Cox RSI, Surette MG, Elowitz MB: Programming gene expression with combinatorial promoters. Molecular Systems Biology. 2007, 3: 145-PubMed CentralPubMedGoogle Scholar
- Bjarnason J, Southward CM, Surette MG: Genomic profiling of iron-responsive genes in Salmonella enterica Serovar Typhimurium by high-throughput screening of a random promoter library. Journal of Bacteriology. 2003, 185: 4972-4982. 10.1128/JB.185.16.4973-4982.2003.View ArticleGoogle Scholar
- Rosenfeld N, Elowitz MB, Alon U: Negative autoregulation speads response times of transcription networks. Journal of Molecular Biology. 2002, 323: 785-793. 10.1016/S0022-2836(02)00994-4View ArticlePubMedGoogle Scholar
- Kolodrubetz D, Schleif R: Identification of araC protein on two-dimensional gels, its in vivo stability and normal level. Journal of Molecular Biology. 1981, 149: 133-139. 10.1016/0022-2836(81)90265-5View ArticlePubMedGoogle Scholar
This article is published under license to BioMed Central Ltd. This is an Open Access article distributed under the terms of the Creative Commons Attribution License (http://creativecommons.org/licenses/by/2.0), which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited.