2-Dimensional genetic algorithm exhibited an essentiality of gene interaction for evolution.

Organisms consist of several genetic factors differing between species. However, the evolutionary effects of gene interactions on the evolutionary rate, adaptation, and divergence of organisms remain unknown. In a previous study, the 2-dimensional genetic algorithm (2DGA) program, including a gene interaction parameter, could simulate punctuated equilibrium under the disparity mode. Following this, we verified the effect of the number of gene interactions (gene cluster size) on evolution speed, adaptation, and divergence using the advanced 2DGA program. In this program, the population was replicated, mutated, and selected for 200,000 generations, and the fitness score, divergence, number of population, and genotype were output and plotted. The genotype data were used for evaluating the phylogenetic relations among the population. The gene cluster size 1) affected the disparity and parity mutagenesis modes differently, 2) determined the growth/exclusion rate and error threshold, and 3) accelerated or decelerated the population's speed of evolutionary advancement. In particular, when the gene cluster size expanded, the rate of increase in fitness scores decreased independently of the mutation rate and mode of mutation (disparity mode/parity mode). The mutation rate at the error threshold was also decreased by expanding the gene cluster size. Dendrograms traced the genotypes of the simulated population, indicating that the disparity mode caused the evolutionary process to enter 1) a stun mode, 2) an evolution mode, or 3) a divergence mode based on the mutation rate and gene cluster size, while the parity mode did not cause the population to enter a stun mode. Based on the above findings, we compared the predictions of the present study with evolution observed in the laboratory or the natural world and the processes of ongoing virus evolution, suggesting that our findings possibly explained the real evolution.

Distribution of human single-nucleotide polymorphisms is approximated by the power law and represents a fractal structure.

Single-nucleotide polymorphisms (SNPs) are one of the main causes of evolution. The distribution of human SNPs, which were examined in detail genomewide, was analyzed. Three discrete databases of human SNPs were used for this analysis, and similar results were obtained from these databases. It was found that the distribution of the distance between SNPs was approximated by the power law, and the shape of the regions including SNPs had the so-called fractal structure. Although the reason why the distribution of SNPs obeys such a certain law of physics is unclear, a speculation was attempted in connection with the three-dimensional structure of human chromatin which has a fractal structure.

A differential equation, deduced from a DNA-type genetic algorithm with the lagging-strand-biased mutagenesis.

Recent evidence indicated that the significant fidelity difference existed between the leading and lagging-strand. Using a 2-D DNA-type genetic algorithm (GA), we have shown that the lagging-stand-biased mutagenesis (disparity mutagenesis) has a significant advantage in the promotion of evolution, compared with the traditional parity mutagenesis model. Our aim of the present study was to deduce a differential equation which well reflected the result of simulations. The analytical solution of the differential equation obtained was in good agreement with the results of the simulation experiment. Comparing the results of the disparity mutagenesis with those of the parity one, the characteristics of the disparity mutagenesis were discussed in terms of relative mutation rates between the lagging and leading strands. Conditions of the extinction of a species were also discussed.

Isolation of thermotolerant mutants by using proofreading-deficient DNA polymerase delta as an effective mutator in Saccharomyces cerevisiae.

Eukaryotic DNA polymerases delta and epsilon, both of which are required for chromosomal DNA replication, contain proofreading 3'-->5'exonuclease activity. DNA polymerases lacking proofreading activity act as strong mutators. Here we report isolation of thermotolerant mutants by using a proofreading-deficient DNA polymerase delta variant encoded by pol3-01 in the yeast Saccharomyces cerevisiae. The parental pol3-01 strain grew only poorly at temperatures higher than 38 degrees C. By stepwise elevation of the incubation temperature, thermotolerant mutants that could proliferate at 40 degrees C were successfully obtained; however, no such mutants were isolated with the isogenic POL3 strain. The recessive hot1-1 mutation was defined by genetic analysis of a weak thermotolerant mutant. Strong thermotolerance to 40 degrees C was attained by multiple mutations, at least one of which was recessive. These results indicate that a proofreading-deficient DNA delta polymerase variant is an effective mutator for obtaining yeast mutants that have gained useful characteristics, such as the ability to proliferate in harsh environments.

Disparity mutagenesis model possesses the ability to realize both stable and rapid evolution in response to changing environments without altering mutation rates.

It has been shown that the disparity model, in which mutations are introduced exclusively in the lagging strand, has a great advantage in the promotion of evolution, compared with the conventional parity mutagenesis model. To understand much more about the characteristic of the disparity model, a novel 2-D genetic algorithm (GA) which reflected gene interactions was developed. The GA consisting of the lattice model showed powerful abilities to evolve. Even under conditions of high mutation rates with an extra genetic load, the GA could quickly evolve and finally attain a long stable state with high fitness scores. Arbitrary interruption of the stable state of evolution by various lengths of environmental stress could produce new individuals with different genotypes within relatively short periods and the mutants finally occupy the population; that brought back the picture of "punctuated equilibrium". Interestingly, this phenomenon could be reproduced with certainty without changing mutation rates at all. As long as the fidelity difference between the lagging and leading strand was kept high enough, the robustness of the disparity model was very high. The acceleration or slowdown of evolution can be unambiguously introduced only by environmental changes, and the seesawing mutation rate is not the necessary condition for changing the speed of evolution.

Germline-specific Antigens Identified by Monoclonal Antibodies in the Nematode Caenorhabditis elegans1 : (Caenorhabditis elegans/monoclonal antibody/cell-specific antigen/germinal plasm/asymmetry).

Of 27 monoclonal antibodies identified to react, by indirect immunofluorescent antibody staining, with specific cells and tissues of the nematode Caenorhabditis elegans, we report here three monoclonal antibodies pertaining to the gonadal tissues. One antibody defines an antigen that is distributed over the entire embryo at earlier development and later becomes unique to the gonad, including mature oocytes. The antigens recognized by the other two are distributed asymmetrically in the posterior region of the fertilized egg's cytoplasm destined to become the germline precursor cell. Each antigen is successively segregated only to the germline precursor cells of the developing embryo and, postembryonically, is uniquely localized around the germline cell nuclei of the larvae and adults.

Immuno-Localization of DEAD Family Proteins in Germ Line Cells of Xenopus Embryos.

In order to investigate whether a vasa-like protein is present in germ line cells of Xenopus, antibodies were produced which react specifically with synthetic oligopeptides of sequences from near the N- or C-termini or with one including the DEAD box of the Drosophila vasa protein. Only the antibody against the oligopeptide including the DEAD box reacted strongly with germ plasm (GP) or with cytoplasm of germ line cells of Xenopus embryos by immunofluorescence microscopy. By immunoelectron microscopy, the antibody was demonstrated to react with the GP-specific structure, germinal granules, in cleaving embryos, and with their derivatives in the germ line cells of embryos at stages extending from gastrula to feeding tadpole. It also reacted with mitochondria not only in the GP and the germ line cells but also in somatic cells, and with myofibrils in muscle cells. By Western blotting, the antibody was shown to react with several bands of Mr 42-69 ± 103 in protein samples from Xenopus embryos. In samples from Drosophila ovaries, it reacted with a Mr 71 ± 103 band which was probably the vasa protein. This indicates the possibility that Xenopus embryos contain several DEAD family proteins. One of these is present on germinal granules, resembling the vasa protein on polar granules of Drosophila.

Increase in error threshold for quasispecies by heterogeneous replication accuracy.

In this paper we investigate the error threshold for quasispecies with heterogeneous replication accuracy. We show that the coexistence of error-free and error-prone polymerases can greatly increase the error threshold without a catastrophic loss of genetic information. We also show that the error threshold is influenced by the number of replicores. Our research suggests that quasispecies with heterogeneous replication accuracy can reduce the genetic cost of selective evolution while still producing a variety of mutants.

The disparity mutagenesis model predicts rescue of living things from catastrophic errors.

In animals including humans, mutation rates per generation exceed a perceived threshold, and excess mutations increase genetic load. Despite this, animals have survived without extinction. This is a perplexing problem for animal and human genetics, arising at the end of the last century, and to date still does not have a fully satisfactory explanation. Shortly after we proposed the disparity theory of evolution in 1992, the disparity mutagenesis model was proposed, which forms the basis for an explanation for an acceleration of evolution and species survival. This model predicts a significant increase of the mutation threshold values if the fidelity difference in replication between the lagging and leading strands is high enough. When applied to biological evolution, the model predicts that living things, including humans, might overcome the lethal effect of accumulated deleterious mutations and be able to survive. Artificially derived mutator strains of microorganisms, in which an enhanced lagging-strand-biased mutagenesis was introduced, showed unexpectedly high adaptability to severe environments. The implications of the striking behaviors shown by these disparity mutators will be discussed in relation to how living things with high mutation rates can avoid the self-defeating risk of excess mutations.

Generation of rodent malaria parasites with a high mutation rate by destructing proofreading activity of DNA polymerase δ.

Plasmodium falciparum malaria imposes a serious public health concern throughout the tropics. Although genetic tools are principally important to fully investigate malaria parasites, currently available forward and reverse tools are fairly limited. It is expected that parasites with a high mutation rate can readily acquire novel phenotypes/traits; however, they remain an untapped tool for malaria biology. Here, we generated a mutator malaria parasite (hereinafter called a 'malaria mutator'), using site-directed mutagenesis and gene transfection techniques. A mutator Plasmodium berghei line with a defective proofreading 3' → 5' exonuclease activity in DNA polymerase δ (referred to as PbMut) and a control P. berghei line with wild-type DNA polymerase δ (referred to as PbCtl) were maintained by weekly passage in ddY mice for 122 weeks. High-throughput genome sequencing analysis revealed that two PbMut lines had 175-178 mutations and a 86- to 90-fold higher mutation rate than that of a PbCtl line. PbMut, PbCtl, and their parent strain, PbWT, showed similar course of infection. Interestingly, PbMut lost the ability to form gametocytes during serial passages. We believe that the malaria mutator system could provide a novel and useful tool to investigate malaria biology.

Implications of fidelity difference between the leading and the lagging strand of DNA for the acceleration of evolution.

Without exceptions, genomic DNA of living organisms is replicated using the leading and the lagging strand. In a conventional idea of mutagenesis accompanying DNA replication, mutations are thought to be introduced stochastically and evenly into the two daughter DNAs. Here, however, we hypothesized that the fidelity of the lagging strand is lower than that of the leading strand. Our simulations with a simplified model DNA clearly indicated that, even if mutation rates exceeded the so-called threshold values, an original genotype was guaranteed in the pedigree and, at the same time, the enlargement of diversity was attained with repeated generations. According to our lagging-strand-biased-mutagenesis model, mutator microorganisms were established in which mutations biased to the lagging strand were introduced by deleting the proofreading activity of DNA polymerase. These mutators ("disparity mutators") grew normally and had a quick and extraordinarily high adaptability against very severe circumstances. From the viewpoint of the fidelity difference between the leading and the lagging strand, the basic conditions for the acceleration of evolution are examined. The plausible molecular mechanism for the faster molecular clocks observed in birds and mammals is discussed, with special reference to the accelerated evolution in the past. Possible applications in different fields are also discussed.