Growth and reproduction of Moina rectirostris (Leydig) and Ceriodaphnia quadrangula (O. F. Muller) with feeding on detritus. [Translation from: Sbornik po prudovomu rybovodstvu, 79-89. Moscow, VNIRO, 1969.]

The significance of detritus in the nutrition of aquatic animals, especially of the small representatives of the zooplankton, has been studied very slightly. Research so far has established that in M. rectirostris with feeding on protococcal and single-celled green algae and bacteria the beginning of formation of eggs takes place in 2 - 4 days. The young appear in 4 - 6 days. In this study M. rectirostris and C. quadrangula are fed on detritus of natural origin in laboratory conditions. In order to determine the assimilability and productive: effect of detritus, the author set up experiments, permitting to characterize the rate of growth, speed of maturing and fertility of M. rectirostris and C. quadrangula with feeding of them on detritus of different composition and age

Composition and projection of co-speech gestures

In this paper I argue against the common assumption in recent literature that content-bearing gestures co-occurring with speech project in a single uniform way determined by their co-speech status. Instead, I propose a composition-driven, modality-neutral approach whereby which projection mechanisms are available or enforced for a given piece of compositionally integrated content, spoken or gestural, is determined by how it composes in the syntax/semantics. I adduce experimental data supporting this view from an acceptability judgement task comparing co-nominal gestures to adnominal adjectives and appositives. More broadly, this paper establishes the need to treat gestures as bona fide linguistic objects at all levels of representation in order to understand how they contribute to the meaning of utterances as well as which aspects of grammar are modality-(in)dependent

Body and pain in contemporary art (on the phenomenon of Petr Pavlensky)

http://www.ester.ee/record=b4749511*es

On the classical description of the recombination of dark matter particles with a Coulomb-like interaction

Cold dark matter (DM) scenario may be cured of several problems by involving self-interaction of dark matter. Viability of the models of long-range interacting DM crucially depends on the effectiveness of recombination of the DM particles, making thereby their interaction short-range. Usually in numeric calculations, recombination is described by cross section obtained on a feasible quantum level. However in a wide range of parameter values, a classical treatment, where the particles are bound due to dipole radiation, is applicable. The cross sections, obtained in both approaches, are very different and lead to diverse consequences. Classical cross section has a steeper dependence on relative velocity, what leads to the fact that, after decoupling of DM particles from thermal background of "dark photons" (carriers of DM long-range interaction), recombination process does not "freeze out", diminishing gradually density of unbound DM particles. Our simplified estimates show, that at the taken parameter values (the mass of DM particle is $100$ GeV, interaction constant is $100^{-1}$, and quite natural assumptions on initial conditions, from which the result is very weakly dependent) the difference in residual density reaches about $5$ orders of magnitude on pre-galactic stage. This estimate takes into account thermal effects induced by dipole radiation and recombination, which resulted in the increase of both temperature and density of DM particles by a half order of magnitude.Comment: 11 pages, 4 figures. V3 has tiny corrections, matches published versio

A result on the c2c_2 invariant for powers of primes

The $c_2$ invariant is an arithmetic graph invariant related to quantum field theory. We give a relation modulo $p$ between the $c_2$ invariant at $p$ and the $c_2$ invariant at $p^s$, providing evidence for a conjecture of Schnetz. The key result is a relation modulo $p$ between certain coefficients of powers of products of particularly nice polynomials.Comment: 16 pages, edits according to referee comments including extracting the main result at the level of polynomial