| Literature DB >> 31741748 |
Anouk Willemsen1, Mark P Zwart2.
Abstract
Viruses are widely used as vectors for heterologous gene expression in cultured cells or natural hosts, and therefore a large number of viruses with exogenous sequences inserted into their genomes have been engineered. Many of these engineered viruses are viable and express heterologous proteins at high levels, but the inserted sequences often prove to be unstable over time and are rapidly lost, limiting heterologous protein expression. Although virologists are aware that inserted sequences can be unstable, processes leading to insert instability are rarely considered from an evolutionary perspective. Here, we review experimental work on the stability of inserted sequences over a broad range of viruses, and we present some theoretical considerations concerning insert stability. Different virus genome organizations strongly impact insert stability, and factors such as the position of insertion can have a strong effect. In addition, we argue that insert stability not only depends on the characteristics of a particular genome, but that it will also depend on the host environment and the demography of a virus population. The interplay between all factors affecting stability is complex, which makes it challenging to develop a general model to predict the stability of genomic insertions. We highlight key questions and future directions, finding that insert stability is a surprisingly complex problem and that there is need for mechanism-based, predictive models. Combining theoretical models with experimental tests for stability under varying conditions can lead to improved engineering of viral modified genomes, which is a valuable tool for understanding genome evolution as well as for biotechnological applications, such as gene therapy.Entities:
Keywords: gene expression; gene insertion; genome evolution; genome stability; genomic deletion; recombinant virus
Year: 2019 PMID: 31741748 PMCID: PMC6855363 DOI: 10.1093/ve/vez045
Source DB: PubMed Journal: Virus Evol ISSN: 2057-1577
We provide an overview of the main conclusions, for all viruses and for the different Baltimore classification groups.
| Category | Viruses genera covered in relevant studies | Conclusions of this review |
|---|---|---|
| All viruses |
Inserted sequences are often unstable and rapidly lost upon passaging of an engineered virus The position at which a sequence is integrated in the genome can be important for stability Sequence stability is not an intrinsic property of genomes because demographic parameters, such as population size and bottleneck size, can have important effects on sequence stability The multiplicity of cellular infection affects sequence stability, and can in some cases directly affect whether there is selection for deletion variants Deletions are not the only class of mutations that can reduce the cost of inserted sequences, although they are the most common | |
| I: dsDNA |
|
Large genomes that are readily engineered and also highly plastic, as exemplified by the ‘genome accordion’ in poxviruses Small insertions can be stable, but larger insertion are rapidly lost Classic studies with phages exemplify how lower limits to the size of packaged genomes can be used to increase insertion stability |
| II: ssDNA |
|
Smaller genomes, more restrictions on engineering such as the size of the insertion Inserted sequence identity has a strong effect on stability |
| III: dsRNA |
|
Stoichiometric packaging of segmented genomes may form an impediment to engineering and insert stability |
| IV: ssRNA(+) |
|
Polyproteins are a limitation for engineering insertions, but contribute to stability by restricting which deletions are viable Insertions are generally unstable Passage duration matters for stability, with shorter passages leading to a higher observed stability |
| V: ssRNA(−) |
|
Easily manipulated due to non-overlapping genes, and insertions are more stable than for ssRNA(+) viruses |
| VI: ssRNA-RT |
|
Engineered viruses have plastic genomes, so they are amenable to engineering sequence insertions Integration in the host genome may foster sequence stability, although this remains to be tested and exploited |
| VII: dsDNA-RT |
|
Longer insertions are unstable and rapidly lost, were as shorter inserts can be reasonably stable |
Parameters for the simulation model.
| Model parameter | Value |
|---|---|
| Passages | 10 |
| Generations per passage | 10 |
|
| 1.6 |
|
| 2 |
|
| 10−6 |
|
| 106 |
Figure 2.Results generated by the simulation model described in Box 1 are shown, illustrating how demography can affect the stability of inserted sequences. We show how the frequency of a deletion variant (fD) changes over time when the size of the population bottleneck (α) is changed. For all three panels, viral generations are on the x-axis, the log frequency of the deletion variant which has lost the insert is on the y-axis, and replicate populations are plotted in different randomly chosen shades of blue along the z-axis. We illustrate the bottleneck (i.e. the moment of passaging) with red dotted lines. When the population bottlenecks are narrow (panel A), the frequency of deletion variants is ‘reset’ during passaging as they are too scarce to be sampled. As the bottleneck is widened (panels B and C), occasionally the deletion variant is sampled.
Figure 1.An illustration of how narrow bottlenecks can lead to increase stability of an insertion. A legend for all items in the figure is given on top. The upper sequence of events illustrates serial passage with narrow bottlenecks (N = 2), whereas the lower sequence illustrates passage with a broader bottleneck (N = 4). When bottlenecks are narrow, viral genomes with deletions are less likely to pass through the bottleneck and the population can be ‘reset’ at the start of every passage. When the bottleneck is broader, viral genomes with deletions are sampled despite the bottleneck and the deletion quickly goes to a high frequency. A more detailed treatment of this issue and a simulation model is presented in Box 1 and Fig. 2.
Figure 3.In panel A, we illustrate how the cellular MOI can have a direct effect on selection strength. Consider a virus that expresses a product that is toxic and acts in trans within cells to lower replication levels, but deletions can remove the gene coding this gene. If there is a mixed virus population with variants with the insertion intact and deleted, at high MOI all cells will be infected with both variants and the toxin will lower replication. The ubiquitousness of the toxin will limit selection against the virus variant with the deletion. When MOI is low, due to genetic drift at the cellular not all cells will contain both variants, and virus variant with the deletion is selected because those cells infected only with this variant have higher replication. In panel B, the relationship between the cellular MOI (ordinate) and the frequency of single-genotype infection (abscissa) for a virus population with genotypes a and b is given, for different frequencies of the two virus genotypes in the population (f shown, f = 1 – f). Note that the frequency of single-genotype infections is given as the proportion of infected cells in which only virus genotypes a or b are present. As the MOI increases, the frequency of single-genotype infections decreases, although it depends on the frequency of the two virus genotypes in the population. If genotype a expresses a gene that has fitness costs that act in trans (e.g. toxicity), then selection can only act against this genotype when there is an appreciable number of single-genotype infections.