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discusses how to arouse students’ potentialities in learning English by using
two important non-intelligence factors: motivation and attitude. With the
need to address the diversity of language learners in the contemporary ESL
context, the value of non-intelligence factors cannot be underestimated. There
are several non-intelligence factors that influence success or failure in
English learning, but the two major ones include motivation and attitude.
Motivation drives students towards a desired goal, while attitude shapes
students’ perceptions of the curriculum, peers, as well as the instructor. It
is important for language educators to recognize the value of these factors if
quality outcomes in terms of English learning are to be delivered.
paper introduces a quick classification method of the power quality
disturbances. Based on analyzing the characteristics of different electrical
disturbance signals in time domain, four distinctive features are extracted
from electrical signals for classifying different power quality disturbances
and then an automatic classifier is proposed. Using the proposed classification
method,a PQ monitor of the classifying
power quality disturbances is developed based on the TMS320F2812DSP
micro-processor. Semi-physical simulation, lab experiment and field measurement
results have verified that this proposed method can classify single or complex
disturbance signals effectively.
We introduce a k-strictly pseudononspreading
multivalued in Hilbert spaces more general than the class of nonspreading
multivalued. We establish some weak convergence theorems of the sequences
generated by our iterative process. Some new iterative sequences for finding a
common element of the set of solutions for equilibrium problem was introduced.
The results improve and extend the corresponding results of Osilike Isiogugu  (Nonlinear Anal.74 (2011)) and others.
this paper, we introduce a new hybrid iterative algorithm for finding a common
element of the set of common fixed points of a finite family of uniformly
asymptotically nonexpansive semigroups and the set of solutions of an
equilibrium problem in the framework of Hilbert spaces. We then prove the strong
convergence theorem with respect to the proposed iterative algorithm. Our
results in this paper extend and improve some recent known results.