The paradox of quasispecies stability Two fundamental problems critical to understanding RNA virus quasispecies biology arise because of RNA polymerase infidelity and the mode of viral replication: 1: Replication kinetics Hepatitis C, HIV, and HBV and other viruses, have broadly similar kinetics (Figure 2); initial high level viral replication that rapidly declines to relatively constant low-level viraemia [11,12], typically 2–3 logs lower than at peak, for prolonged periods, a kinetic profile attributed to "immune control" [12]. However, immune control is a conceptually problematic explanation for the initial decline in viral load; For example; why would potent host responses (of whatever type; humoral, cell mediated or intracellular immunity, or any combination thereof), having reduced viral load and antigenic diversity by a factor of 102–3 within days, falter once less than 1% of virus remains? Formally 1. Assume immune mechanisms reduce initial viral replication. 2. Let Ic(t) represent the immune forces favouring viral clearance and Ve(t) viral forces promoting quasispecies expansion pressures at time (t). 3. Assume immune pressures Ic required to clear virus are proportional to viral concentration [V], that is; Ve ∝ [V] (or Ve = ke [V] where ke is some constant), so that Ic required to clear one viral particle Ic(1) is less than that Ic required to clear 10 viral particles Ic(10). 4. At equilibrium (e.g. time points B or C, Figure. 2) immune clearance pressures approximate viral antigenic expansion pressures: Ic(b or c) ≈ Ve(b or c). Eq.1 5. If Ic causes the reduced viral load seen between time A and time B or C, [Ve(a)] ⇒ [Ve(b or c)], then immune clearance pressures must exceed viral expansion pressures at that time i.e. Ic(a) > Ve(a). Eq.2 6. As viral antigenic expansion pressures at time A exceed those at time (B or C) by 102–3 [V(a)] ≈ [V(b or c)]• 102–3, and Ic(b or c)= Ve(b or c) then immune clearance pressures at time A exceed those at time (B or C) by102–3 Ic(a) >Ic(b or c)• 102–3. That is, immune pressures fall by 102–3 between time A and B or C, (Figure. 2). Prompting i) Why, and by what mechanism, would immune forces, or any other host defense mechanisms, fall by 102–3 over days between time A and B or C? There is, of course, no evidence immune pressures fall, and very considerable evidence both antibody and adaptive T cell responses are increasing when viral replication is falling [5,12]. These facts are irreconcilable with the notion that immune or other any host mechanisms control initial viral replication and strongly suggest immune or any other host mechanism(s) are not the primary reason viral load falls initially. Further, as down-regulation of viral replication frequently occurs prior to development of neutralising antibody, in the absence of any demonstrable antiviral antibody, or T-cell responses [25,41], and without lysis of infected cells [25], it is difficult to argue, with any conviction, that either humoral or cellular immune responses primarily cause reduced viral replication. Evidence that prior HCV infection does not confer protective immunity against either heterologous HCV infection in chimpanzee [22]or either homotypic [33] or heterotypic [32] human reinfection further undermines the paradigm of "immune control". Inhibition of immune or other host mechanisms is an untenable explanation of this massive apparent fall in immune clearance pressures; if occurred to any degree, an increase, rather than the observed decrease, in viremia would result. In the absence of a rational host mechanism consistent with observed viral kinetic data, the ineluctable conclusion is that non-host (i.e. viral) mechanisms (i.e. viral auto regulation) must be operative. Chronic viral persistence raises other issues; At steady state (e.g. points B or C, Figure. 2), the rate of HIV and HCV production is estimated at 1010 molecules / day [11,29,52,57] while HBV production may be 1011 molecules/day resulting in an average viral load of 1010 molecules/person [52,57]. However, during peak replication virus production may 102–3 times the basal rate [11,12], indicating enormous reserve replicative capacity. As basal viral replication is clearly sufficient for long-term stability, and kinetic analysis suggests viral, rather than host, factors control viral replication, the following questions are posed: When challenged, how do viruses "sense" the threat and by what mechanism do they modulate replication in response? Problem 2: Mutation rate The stability of RNA viral quasispecies poses a major problem: During viral replication the copied genome may either identical to or a variant of parental template (Figure. 1). The probability (ρ) of a mutation occurring during replication is a function of polymerase fidelity; During one replication cycle ρ = (1-(1-Mμ)n), where (Mμ) is mutation rate and (n) genome size. Hepatitis C (a ~9200 bp RNA virus) RNApol introduces mutation at 10-5 substitutions/base, ρ≈0.912. However, for multiple (θ) replications cycles, ρ = (1-(1-Mμ)n)θ. After 20 replication cycles, occurring in <7 days in most patients [52,57], the probability of any original genome remaining un-mutated is ρo≈7.5 × 10-22, meaning effective loss of sequence information, an outcome that should cause quasispecies extinction [16]. Persistence of stable RNA viral quasispecies is, therefore, highly paradoxical [18]. This "theoretical impossibility" of RNA quasispecies stability suggests either a) the consistently reported rates of RNApol infidelity are incorrect (which, even if true, would only delay quasispecies extinction; if Mμ = 10-10, ρo <10-40 within 100 days etc.) or b) that innate viral mechanism(s) control RNApol fidelity and mediate selective replication of consensus sequence genomes. Thus, rates of viral mutation are tightly constrained by the necessity to retain sequence information. On the other hand, overly faithful template replication will restrict antigenic diversity, rendering virus susceptible to immune destruction and unresponsive to ongoing cellular changes. The necessity to retain sequence information by adequate replicative fidelity, and the later requirements (in terms of replicase ⇒ RNApol evolution) of viruses to access cells via evolving cell receptors and evade host defence mechanisms, has placed constraints on replicase (RNApol) function that dictate polymerase fidelity must be tightly, and dynamically, controlled (Figure 3a). |