Recently N. Levin proved the Tate conjecture for ordinary cubic fourfolds over finite fields. In this paper we prove the Tate conjecture for selfproducts of ordinary cubic fourfolds. Our proof is based on properties of so called polynomials of K3 type introduced by the author about a dozen years ago.

based on the problems caused by today conventional vehicles, much attention has been put on the fuel cell vehicles researches. however, using a fuel cell system is not adequate alone in transportation applications, because the load power profile includes transient that is not compatible with the fuel cell dynamic. to resolve this problem, hybridization of the fuel cell and energy storage device...

The paper presents the simple and efficient analysis method of frequency-domain to control core power coolant temperature Nuclear Power Plants (NPPs). In order properly describe neutron kinetic thermal transmission NPPs, a one-dimensional dynamic model has been accomplished by using linearizing in time domain discretizing spatial domain, then transfer function matrix can be obtained through Lap...

This paper presents modeling, simulation and control of matrix converter (MC) for variable speed wind turbine (VSWT) system including permanent magnet synchronous generator (PMSG). At a given wind velocity, the power available from a wind turbine is a function of its shaft speed. In order to track maximum power, the MC adjusts the PMSG shaft speed.The proposed control system allowing independen...

this paper focuses on multi-objective designing of multi-machine thyristor controlled series compensator (tcsc) using strength pareto evolutionary algorithm (spea). the tcsc parameters designing problem is converted to an optimization problem with the multi-objective function including the desired damping factor and the desired damping ratio of the power system modes, which is solved by a spea ...