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M Feix

Publications and source records attributed to M Feix.

4 recordsLinked to original sources

[Phylogeny and evolution of hormone systems].

Classically hormones are defined as molecules that are secreted by endocrine glandular or neurosecretory cells into the blood stream and transported to their target tissue where they induce physiological processes at very low concentrations. Studies on the potential origin and the evolution of cell-to-cell communication systems suggest that exocrine pheromones (food signals and toxins) might have been the primitive bioregulatory molecules of unicellular organisms for chemical communication with each other and with the biosphere. The broad distribution and the structural diversity of pheromones suggests that these molecules and their receptors were predecessor modules of cell communication systems in metazoa. Neurosecretory cells, as we find them in Cnidarians, possibly served as basic modules for the evolution of neurohormonal systems of higher animals. Studies on genetic model organisms, such as Drosophila or the mouse, have demonstrated that chemical communication between neighbouring or more distant cells does not just involve endocrine and neurosecretory cells, but also unexpectedly tissues and organs such as the heart or the adipose tissue (e. g. the leptin signalling pathway). Comparative endocrinology could show that molecular components of hormonal systems represent signalling networks that are generally used during cellular communication processes and the differentiation of cell types during ontogenesis. Some of their functions are evolutionarily conserved, others not, as disscussion on steroid hormones and the prolactin signalling pathway will demonstrate.

Animals↗

Distribution of 17beta-hydroxysteroid dehydrogenases in human osteoblast-like cells.

In bone androgens and estrogens exert profound osteoprotective effects. Cultured human osteoblast (hOB)-like cells are able to metabolize circulating androgens or androgen precursors, such as testosterone and androstenedione, respectively, by aromatization (aromatase), 5alpha-reduction (5alpha-reductase) and reduction/oxidation at the 17beta-position (17-beta-hydroxysteroid dehydrogenases, 17beta-HSDs). In this study it was demonstrated that cultured normal human osteoblast-like cells as well as the osteosarcoma cell lines HOS and MG 63 express 17beta-HSDs types 1, 2, 3 and 4.

17-Hydroxysteroid Dehydrogenases↗

A cDNA encoding a chitinase from the epithelial cell line of chironomus tentans (Insecta, diptera) and its functional expression.

A cDNA coding for chitinase was isolated from Chironomus cells, which possesses conserved regions I and II characteristic for family 18 chitinases, a C-terminus enriched in Glu and Pro without the typical "PEST-region," putative glycosylation sites, a reduced number of C-terminal cysteines, and no typical chitin binding domain. Northern blots revealed one specific signal with an apparent size of 2.3 kb. The cDNA was expressed in the baculovirus/Spodoptera system as a His-tag fusion protein, which was secreted as a functionally active enzyme into the medium and could be separated from endogenous viral and Spodoptera-specific chitinases.

Amino Acid Sequence↗

Multistream model for quantum plasmas

The dynamics of a quantum plasma can be described self-consistently by the nonlinear Schrodinger-Poisson system. We consider a multistream model representing a statistical mixture of N pure states, each described by a wave function. The one-stream and two-stream cases are investigated. We derive the dispersion relation for the two-stream instability and show that a new, purely quantum, branch appears. Numerical simulations of the complete Schrodinger-Poisson system confirm the linear analysis, and provide further results in the strongly nonlinear regime. The stationary states of the Schrodinger-Poisson system are also investigated. These can be viewed as the quantum mechanical counterpart of the classical Bernstein-Greene-Kruskal modes, and are described by a set of coupled nonlinear differential equations for the electrostatic potential and the stream amplitudes.

Journal Article↗