Parallel Structure of Topological Space in Shakespeare’s Cymbeline

Topology is a newly branch of mathematics,dealing with the non-qualitative properties of members within a solid topological space.In a broad sense,space is considered as an arena to exemplify the power relations,and power relationship becomes a dominant property within a topological space in a holistic way.Recently,topology has been allied with literary criticism,arising as a transdisciplinary approach.In Shakespeare’s Cymbeline,three physical places-namely chamber,cave and battlefield-function as three individual topological places due to the commonality of power relationship within each place.At first,Innogen,the female protagonist who is enclosed in her chamber,becomes an object of supervision and scrutiny by triplex authorities,thus female body gains a metaphorical meaning within the topological boundary.Later,she changes costumes and enters the cave,embodying as the other in terms of power relations,where gender awareness becomes blurred.Finally,Innogen moves to the battlefield,gets access to the court,a public topological space symbolizing male authority,and launches an equal dialogue with men,thus constructing a brave female image.From chamber to the battlefield,Innogen’s self-saving trip set up a parallel structure of topological space and a token for the subversiveness of hierarchy social order dominated by royalty,paternity and the absolute authority of husband in early Renaissance.

Application of the Morphological Analysis for the Synthesis Arrangements of Industrial Robots with Parallel Structure Mechanisms

The main features of morphological model of industrial robots are discussed, such as support system, manipulator and gripping device. These features are presented with the alternatives for their realization as separate modules. The examples of synthesis of arrangements of industrial robots are resulted on module principle with writing of their morphological formulas.

NOVEL HIGH-SPEED FPGA-BASED FFT PROCESSOR

A novel architecture for computing the fast Fourier transform ( FFT ) on programmable devices is presented.To improve the system operation speed , a hybrid parallel FFT algorithm is used.Results indicate that the use of an 8×8parallel structure for realizing the 64-point FFT leads to a 8times higher processing speed compared with its counterparts employing other series of techniques.

Multilevel Current Source Converters for High Power Medium Voltage Applications

In medium voltage high power applications,multi-level current source converters(CSCs)are good candidate to increase system power region,reliability,and the quality of output waveforms.Compared with widely researched voltage source multi-level converters(MLCs),the current source MLCs have the advantages of inherent short-circuit protection,high power capability and high quality of output current waveforms.The main features of MLCs include reduced harmonics,lower switching frequency and reduced current stress on each device which is a particularly important for high power application with low voltage and high current requirements.This paper conducts a general review of the current research about MLCs in higher power medium voltage application.The different types of parallel structure based MLCs and the modulation methodologies will be introduced and compared.Specifically,the circuit analysis of the common-mode(CM)loop for parallel structures will be conducted,the common-mode voltage(CMV)and circulating current suppression methods developed on the base of multilevel modulations will be addressed.