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. 2010 Jul 29;6(7):e1000865.
doi: 10.1371/journal.pcbi.1000865.

A comprehensive, quantitative, and genome-wide model of translation

Affiliations

A comprehensive, quantitative, and genome-wide model of translation

Marlena Siwiak et al. PLoS Comput Biol. .

Abstract

Translation is still poorly characterised at the level of individual proteins and its role in regulation of gene expression has been constantly underestimated. To better understand the process of protein synthesis we developed a comprehensive and quantitative model of translation, characterising protein synthesis separately for individual genes. The main advantage of the model is that basing it on only a few datasets and general assumptions allows the calculation of many important translational parameters, which are extremely difficult to measure experimentally. In the model, each gene is attributed with a set of translational parameters, namely the absolute number of transcripts, ribosome density, mean codon translation time, total transcript translation time, total time required for translation initiation and elongation, translation initiation rate, mean mRNA lifetime, and absolute number of proteins produced by gene transcripts. Most parameters were calculated based on only one experimental dataset of genome-wide ribosome profiling. The model was implemented in Saccharomyces cerevisiae, and its results were compared with available data, yielding reasonably good correlations. The calculated coefficients were used to perform a global analysis of translation in yeast, revealing some interesting aspects of the process. We have shown that two commonly used measures of translation efficiency - ribosome density and number of protein molecules produced - are affected by two distinct factors. High values of both measures are caused, i.a., by very short times of translation initiation, however, the origins of initiation time reduction are completely different in both cases. The model is universal and can be applied to any organism, if the necessary input data are available. The model allows us to better integrate transcriptomic and proteomic data. A few other possibilities of the model utilisation are discussed concerning the example of the yeast system.

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Conflict of interest statement

The authors have declared that no competing interests exist.

Figures

Figure 1
Figure 1. Translation model of YJL173C.
The bottom plot shows all of the translation initiation events during the mean lifetime of one mRNA molecule. Translation initiations are marked with ribosome-shaped symbols. The orange line indicates the mean lifetime of YJL173C mRNA. The broken curves' slope depicts the rate of polypeptide chain growth measured at particular codons. The number of curves indicates the number of protein molecules (here 46) produced from one mRNA during its lifetime. The top-right plot shows, in magnitude, the translation of the first protein molecule (darkbrown curve). The time is measured since the transcript becomes accessible to the translation machinery. The first seconds are spent on translation initiation; elongation begins after about 10 sec. Red dots mark ribosome positions in time (dotted blue lines) and space (dashed blue lines) when the following ribosomes attach to the mRNA molecule. The histogram on the left shows the mean translation times of particular codons of the YJL173C sequence. The dashed black line is the mean time of translation of one codon of the YJL173C mRNA sequence.
Figure 2
Figure 2. Model results vs experimental studies.
The plots show the comparison of model parameters formula image (left) and formula image (right) with experimentally determined mRNA and protein abundances by two independent studies , . The axes were log transformed. Calculated formula image values are presented in Table 2. The distribution of the log-fold differences of the mRNA and protein concentrations reported by the model and reference studies are presented in Supplementary Figure S1.
Figure 3
Figure 3. Calculated transcript abundance vs experimental studies.
Left plot: the comparison of model parameter formula image with mRNA abundances determined by high-density oligonucleotide array (HDA) experiment . The axes were log transformed. Calculated formula image value for the comparison is presented in Table 2. Right plot: distribution of the log-fold differences of the mRNA concentrations reported by the model and reference study.
Figure 4
Figure 4. Correlation of mRNA and protein expression levels.
The plot shows the correlation between mRNA abundance (parameter formula image) and the number of protein molecules produced from a given gene (parameter formula image). We performed linear regression through the origin on log transformed data. Adjusted formula image value calculated over the entire dataset (4192 genes of known formula image) was 0.59. This means that over 40% (in log space) of the variation in protein abundance cannot be explained by variation in mRNA abundance, suggesting some additional, posttranscriptional mechanisms of gene expression regulation.
Figure 5
Figure 5. Codon optimality vs translation time.
The plot shows the coparison of translation times in 30formula imageC of individual yeast codons with codon optimality values formula image calculated by . There is negative correlation between formula image value and translation time of a codon. However, while optimal codons (high formula image values) have only short times of translation, non-optimal codons may be translated at both high and low rates. Adjusted formula image value obtained in linear regression model through the origin on log transformed values indicates, that translation speed may explain only 15% of variability in formula image values.

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