LONDON.Royal Society, April 6.-Sir J. J. Thomson, president, I in the chair.-J. H. Jeaas; The instability of the pear-j shaped figure of equilibrium of a rotating mass of ' liquid. The form of the pear-shaped figure of equilibrium was calculated so far as the second order of small quantities by Sir G. Darwin, who believed he had shown it to be stable. In a recently published paper (Phil. Trans., A, 215, p. 27) it was shown that othe stability could only be finally decided upon after the figure had been calculated to terms of the third order. In the present paper these third-order terms are evaluated, and the pear-shaped figure is definitely shown to be unstable.-Sir William Kamsay: A hypothesis of molecular configuration in three dimensions of space.-J. Proudman: The motion of solids in a liquid possessing vorticity. This paper contains investigations on the motion of a homogeneous frictionless liquid by the methods of theoretical hydrodynamics. The principal subjects considered are two-dimensional motion with uniform vorticity and three-dimensional motion with varying vorticity, the positions of the solids being specified by generalised co-ordinates. The general work consists in reducing solutions to those of Neumann's potential problems.-Dr. S. J. Lewis; The ultra-violet absorption spectra of blood sera. The work described in this preliminary paper has for its object the investigation of the absorption spectra of blood sera in the ultra-violet region of the spectrum. Modern spectrophotometers are used to determine the absorption values on passing ultra-violet light through a prescribed layer or solution of serum. With these values as ordinates and wave-lengths as abscissa; an absorption curve is drawn. With normal serum the general characters of the curve are constant, and there is very little variation in detail. With certain pathological sera the curves show much greater modifications, and some of these are well defined and appear to be peculiar to given diseases. It is found that the major part of the absorption is due to the proteins.- G. W. Paget and R. E. Savage: The growth-rings on herring scales. This communication brings forward morphological evidence as to the structure and significance of the so-called “ growth-rings” on herring scales. At present the interpretation of 'these rings as rings of growth depends, in the main, upon statistical data. Morphological evidence of a differential growth-rate of the scale as a whole is altogether lack-. ing. The present observations place upon a sure foundation the view that the transparent rings do indeed, mark a recurring period of minimum growth.