Increased socially mediated plasticity in gene expression accompanies rapid adaptive evolution

Recent theory predicts that increased phenotypic plasticity can facilitate adaptation as traits respond to selection. When genetic adaptation alters the social environment, socially mediated plasticity could cause co‐evolutionary feedback dynamics that increase adaptive potential. We tested this by asking whether neural gene expression in a recently arisen, adaptive morph of the field cricket Teleogryllus oceanicus is more responsive to the social environment than the ancestral morph. Silent males (flatwings) rapidly spread in a Hawaiian population subject to acoustically orienting parasitoids, changing the population's acoustic environment. Experimental altering crickets’ acoustic environments during rearing revealed broad, plastic changes in gene expression. However, flatwing genotypes showed increased socially mediated plasticity, whereas normal‐wing genotypes exhibited negligible expression plasticity. Increased plasticity in flatwing crickets suggests a coevolutionary process coupling socially flexible gene expression with the abrupt spread of flatwing. Our results support predictions that phenotypic plasticity should rapidly evolve to be more pronounced during early phases of adaptation.     

Generalizations of the Roginsky-Zeldovich (or Elovich) equation for charge transport across biological surfaces

The Roginsky-Zeldovich (or Elovich) equation, which is −dx/dt=m exp (nx) (x=substrate concentration,t=time,m andn=constants), describes the kinetics of various biological electron and ion transport processes, and has been derived from the concept of charge transport across an activation energy barrier at an interface between dissimilar phases, driven by a difference in redox or ion potentials, with the simplifying assumptions that charge carrier concentration is constant, backward current across the interface is zero, and diffusion of substrate is fast. If charge carrier concentration is proportional to substrate concentration, then the kinetic equation is −dx/dt=mx exp (nx). If backward current is not zero, then −dx/dt=m ₁ exp (n ₁x) −m ₂ exp (n ₂ x), wherem ₁,m ₂,n ₁ andn ₂ are constants. Kinetic equations for interfacial charge transport in the presence of a significant substrate diffusion potential are also derived.     

Quantitative analyses of the constituent membranes of parotid acinar cells and of the changes evident after induced exocytosis

Summary A morphometric study has been made at the EM level of Isoproterenol (IPR) induced secretion of rabbit parotid glands in vivo. Emphasis has been placed here on the membrane content of acinar cells and the changes which occur following induced degranulation. In particular it was hoped to establish whether the preservation of zymogen granule membrane as intact electron microscopically visible subunits and the subsequent reutilisation of this membrane is a plausible hypothesis from a quantitative morphological standpoint.After two hours IPR had caused >95% depletion of granules. About 1343 m²/cell of granule limiting membrane temporarily fused with the apical plasmalemma during this time and by two hours 1158 m²/cell of this had been eliminated. Only a small increase in intracellular smooth membrane area was recorded after degranulation and we find no evidence that the zymogen granule membrane is stored indefinitely as smooth membrane fragments either in the region of the Golgi apparatus or elsewhere in the cytoplasm.IPR caused changes in RER membrane area (+37.7%, 1406 m²/cell), which is a possible, but we consider implausible relocation site of granule membrane.The possible mechanism of the removal of excess apical membrane and the ultimate fate of the zymogen granule membrane is discussed.