Shunkov groups saturated with general linear groups

We prove that if a periodic Shunkov group is saturated with degree 2 general linear groups over finite fields then it is isomorphic to the degree 2 general linear group over a suitable locally finite field.     

Periodic Groups Saturated with the Linear Groups of Degree 2 and the Unitary Groups of Degree 3 over Finite Fields of Odd Characteristic

Let M denote the set of the simple 3-dimensional unitary groups U₃ and the simple linear groups L₂ over finite fields of odd characteristic.We prove that each periodic group saturated with groups in M is locally finite and isomorphic to either U₃(Q) or L₂(Q) for a suitable locally finite field Q of odd characteristic.     

On Some Groups with Finite Involution Saturated with Finite Simple Groups

In the paper, on the basis of the notion of saturation introduced in [1], we give a characterization of locally finite simple groups with an Abelian Sylow 2-subgroup in the classes of mixed and periodic groups. A part of the main results was announced in [2]. Theorem 2 of the paper generalizes results of [3, 4].     

Shunkov Groups Saturated by General Linear Groups of Degree 3

Siberian Mathematical Journal - Saturation and the related concept of a saturating set are among the finiteness conditions for infinite groups. Saturation is applied to studying periodic...     

Temperature dependence of the rate of formation of active species in nanosecond streamer corona discharge between a solid electrode and water surface

The dependence of the yield of ozone in a nanosecond streamer electric corona discharge in the presence of oxygen and water vapor on temperature over the range 25–66°C was examined. It was found that the yield decreased to zero with an increase in temperature to 66°C. The decrease in the yield can be explained in terms of an increase of water vapor concentration in the discharge gap at elevated temperatures, as well as by an increase in the water ionization constant.