Molecular architecture and assembly of the yeast kinetochore MIND complex

The MIND multiprotein complex is a conserved, essential component of eukaryotic kinetochores and is a constituent of the tripartite KMN network that directly attaches the kinetochore to the mitotic spindle. The primary microtubule-binding complex in this network, NDC80, has been extensively characterized, but very little is known about the structure or function of the MIND complex. In this study, we present biochemical, hydrodynamic, electron microscopy, and small-angle x-ray scattering data that provide insight into the overall architecture and assembly of the MIND complex and the physical relationship of the complex with other components of the KMN network. We propose a model for the overall structure of the complex and provide data on the interactions with NDC80, Spc105p, and thus the mitotic spindle.     

Lethal mutagenesis and evolutionary epidemiology

The lethal mutagenesis hypothesis states that within-host populations of pathogens can be driven to extinction when the load of deleterious mutations is artificially increased with a mutagen, and becomes too high for the population to be maintained. Although chemical mutagens have been shown to lead to important reductions in viral titres for a wide variety of RNA viruses, the theoretical underpinnings of this process are still not clearly established. A few recent models sought to describe lethal mutagenesis but they often relied on restrictive assumptions. We extend this earlier work in two novel directions. First, we derive the dynamics of the genetic load in a multivariate Gaussian fitness landscape akin to classical quantitative genetics models. This fitness landscape yields a continuous distribution of mutation effects on fitness, ranging from deleterious to beneficial (i.e. compensatory) mutations. We also include an additional class of lethal mutations. Second, we couple this evolutionary model with an epidemiological model accounting for the within-host dynamics of the pathogen. We derive the epidemiological and evolutionary equilibrium of the system. At this equilibrium, the density of the pathogen is expected to decrease linearly with the genomic mutation rate U. We also provide a simple expression for the critical mutation rate leading to extinction. Stochastic simulations show that these predictions are accurate for a broad range of parameter values. As they depend on a small set of measurable epidemiological and evolutionary parameters, we used available information on several viruses to make quantitative and testable predictions on critical mutation rates. In the light of this model, we discuss the feasibility of lethal mutagenesis as an efficient therapeutic strategy.     

Monoclonal antibodies to cruciform DNA structures

Two monoclonal antibodies, 2D3 and 4B4, have been raised against a cruciform structure in a heteroduplex DNA molecule. Antibody binding to DNA fragments was determined by a radioimmunoassay in which DNA--antibody complexes were separated from unbound DNA by acrylamide gel electrophoresis. These antibodies seem to recognize conformational determinants specific to cruciform structures. 2D3 and 4B4 antibodies do not bind to linear double-stranded homoduplex DNA fragments, linear single-stranded DNA or single-stranded simian virus 40 DNA containing a stem--loop structure, but do bind to the original cruciform and to a different cruciform with one shortened arm. 2D3 also bound to a T-shaped double-stranded DNA molecule, while 4B4 binding to this structure was weak. The monoclonal antibodies 2D3 and 4B4 were found to be immunoglobulin G1 and immunoglobulin M, respectively.