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H J Pohley

Publications and source records attributed to H J Pohley.

7 recordsLinked to original sources

A formal mortality analysis for populations of unicellular organisms (Saccharomyces cerevisiae).

A theoretical analysis of the reproductive capacity of yeast (Saccharomyces cerevisiae) under different experimental settings reveals interesting patterns and inter-experimental relations of mortality in yeast. The data on yeast lifespan were derived from experimental research by Meisel (Untersuchungen ueber die Korrelation von Abtoetung und Lebensspannenverkuerzung durch mutagene Agentien bei Hefezellen (Thesis) Cologne, 1984). The analysis is based on the formulation of a "weak senescence principle". From this the structure of age-specific mortality is defined and employed as the functional constituent of three hierarchical types of mortality models. Model A consists of one such constituent, model B includes many of these, and in model C mortality is given a phase structure in addition. The models incorporate a few basic hypotheses on "damage" and "ageing", on partitions into subpopulations, and on mortality "shifts", according to the particular experimental treatment. It is shown that the theoretical distributions derived from these models and hypotheses yield extremely good fits to the experimental data.

Cell Differentiation↗

On a global representation of dynamical characteristics in ESS-models.

ESS-models are considered in the frame of adequate dynamical systems. This leads to a method of global representation of the dynamical characteristics, which allows for a comprehensive view on the relations among ESS-matrices. As an extension of ESS-models, the concept of ESS-models with changing matrix is introduced, which, in applications, makes use of such global representations. In particular, structurally stable and "catastrophic" cases can be identified and their significance in the context of ESS-models can be clarified. As a complete result for the case of two strategies a surface representation is obtained, which is an analogue to the elementary "cusp catastrophe". These concepts are applied in a model that describes directed evolution of a behavioural component to a certain limit.

Animals↗

Ess-theory for finite populations.

On the basis of some principles from the philosophy of science, the inadequacy of the ESS-theory as introduced by Maynard Smith and Price as a biological theory is discussed, and an improved ESS-theory for finite populations is presented which can adopt the ideas of the original formalism, although modified. Resulting are explicit conditions on the population sizes that ensure certain strategies to be evolutionarily stable.

Biological Evolution↗