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Hopf Bifurcation Analysis of A Chaotic System

1, a) Rizgar H. Salih and Bashdar M. Mohammed 2, b)

1,2 Department of Mathematics, College of Basic Education,

University of Raparin, Raniyah, Kurdistan Region – Iraq.

a)rizgar.salih@uor.edu.krd

b)bashdar.mahmoodmuhamad@uor.edu.krd

DOI: https://doi.org/10.31972/ticma22.11

Abstract

This paper is devoted to studying the stability of the unique equilibrium point and the occurrence of the Hopf bifurcation as well as limit cycles of a three-dimensional chaotic system. We characterize the parameters for which a Hopf equilibrium point takes place at the equilibrium point. In addition, the system has only one equilibrium point which is E_0=(0,0,0). It was proved that E_0 is asymptotically stable and unstable when α<(-13)/7 and α>(-13)/7, respectively. Moreover, for studying the cyclicity of the system, two techniques are used which are dynamics on the center manifold and Liapunov quantities. It was shown that at most two limit cycles can be bifurcated from the origin. All the results presented in this paper have been verified by a program via Maple software.

Key Words: Chaotic System, Hopf Bifurcation Analysis, equilibrium point.

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ω_p-Open and ω_p-Closed Functions

Halgwrd Mohammed Darwesh1, a And Shagull Hossein Mahmood2, b

1,2 Department of Mathematics, College of Science, University of Sulaimani,

46001 Sulaimani, Kurdistan Region, Iraq

a) halgwrd.darwesh@univsul.edu.iq
b) shagull.mahmmod@univsul.edu.iq

DOI: https://doi.org/10.31972/ticma22.12

Abstract

In this 𝑤𝑜𝑟𝑘, we study and define two new concepts of functions named  and  functions by using the concepts of  and ϲ𝑙𝑜𝑠𝑒𝑑 sets. The concept of  function strictly located between both the concepts of  and  functions. We obtain a few properties of these functions, however, the connections between them are examined.

Key Words: ω_p-ϲlosed set, ω_p-open set, ω_p-continuous function, ω_p-closed function,ω_p-open function.

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Studying Some Stochastic Differential Equations with trigonometric terms with Application

Abdulghafoor Jasim. Salim1 Ali A. Asmael2

1,2Department of Mathematics, college of computer science and Mathematics, University of Mosul.

1,drabdul_salim@uomosul.edu.iq 

2ali.20csp132@student.uomosul.edu.iq

DOI: https://doi.org/10.31972/ticma22.13

Abstract

In this paper we look at several (trigonometric) stochastic differential equations , we find the general form for such nonlinear stochastic differential equation by using the I’to formula. Then we  find the exact solution for the different trigonometric stochastic differential equations by the use of stochastic integrals. Ilustrate the approach with various examples. (precise solution using the Ito integral formula) and approximate solution (numerical approximation (the Euler-Maruyama technique and the Milstein method) were compared to the exact solutions with the error of those approaches.

Key Words: Coding Theory, Projective Space, finite field.

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New Applications of Coding Theory in The Projective Space of Order Three

Hajir Hayder Abdullah1,a) and Nada Yassen Kasm Yahya2,b)

1Department of Mathematics, College of Education for Pure Science, University of Mosul, Mosul, Iraq

2Department of Mathematics, College of Education for Pure Science, University of Mosul, Mosul, Iraq

a) 20esp13@student.uomosul.edu.iq

b) drnadaqasim1@gmail.com, drnadaqasim3@uomosul.edu.iq

DOI: https://doi.org/10.31972/ticma22.14

Abstract

The main aim of this paper is to introduce the relationship between the topic of coding theory and the projective space in field three and test the code. The maximum value of size of code over finite field of order three and an incidence matrix with the parameters, n (length of code), d (minimum distance of code) and e (error-correcting of code) have been constructed. With a theorem and a result that test the code if it is perfect or not.

Key Words: Coding Theory, Projective Space, finite field.

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A New Transformation Technique to Solve Multi-Objective Linear Programming Problems

Zhian M. Mahmood1,a) and Nejmaddin A.Sulaiman1,b)
1Department of Mathematics, College of Education, Salahaddin University, Erbil, 44001, Iraq

a) m.mahmood@su.edu.krd
b) nejmaddin.sulaiman@su.edu.krd

DOI: https://doi.org/10.31972/ticma22.15

Abstract

In this paper Standard Error of Mean (SEM), as a new technique, is used for transforming multi-objective linear programming problems (MOLPPs) to the single objective linear programming problems (SOLPPs). To this end, an algorithm has been proposed and suggested to solve MOLPPs, which have been tested through numerical examples by employing Excel Solver. However, the study compares the results of other techniques like (Chandra Sen, Optimal Average of Minimax and Maximin, New Arithmetic Average, New Geometric Average, New Harmonic Average, and Advanced Transformation) with the results of this new technique SEM. The numerical results indicate that a new technique in general is promising.

Key Words: Multi-Objective Linear Programming, Geometric Average, Harmonic Average.

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Combinations of -Complex Fuzzy -Norms and -Conorms

Pishtiwan O. Sabir1, a) and Aram N. Qadir2, b)

1) Department of Mathematics, College of Science, University of Sulaimani, Sulaymaniyah 46001, Iraq.

2) Department of Mathematics, College of Education, University of Garmian, Kalar 46021, Iraq.

a) pishtiwan.sabir@univsul.edu.iq

b) aram.nory89@gmail.com

DOI: https://doi.org/10.31972/ticma22.16

Abstract

This paper investigates the study of -complex fuzzy sets. The -complex fuzzy set, where is a completely distributive lattice, is a generalization of the complex fuzzy set. The fundamental set theoretic operations on -complex fuzzy sets are discussed properly, including -complex fuzzy complement, union and intersection. New procedures are presented to combine the novel concepts of -complex fuzzy -norms and -conorms and look into the conditions that lead to a comparable representation theorem. We have used the axiomatic method, in the sense that our underlying assumptions, especially about, are abstract; it can thus be ascertained to what extent our results apply to some new problem. On the other hand, our method shows that if mathematics, as we use it, is consistent, so is fuzziness, as we formulate it.

Key Words: : Fuzzy set; Complex fuzzy set; -complex fuzzy set; Fuzzy -norm; Fuzzy -conorm.

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THE USE OF ARISTOTLE’S CATEGORIES IN WORD DEFINITIONS IN ESL/EFL CONTEXTS

1Recep Bilgin, 2Yunus Yildiz
1,2Department of Languages, Education Faculty, Tishk International University, Iraq
Emails: 1recep.bilgin@tiu.edu.iq, 2yunus.yildiz@tiu.edu.iq
Correspondence: recep.bilgin@tiu.edu.iq

DOI: https://doi.org/10.31972/vesal12.12

Abstract

The categories introduced to the world of science by Aristotle basically express the different situations necessary for the definition of a noun. According to Aristotle, who put forward 9 different categories related to the noun, the features that will distinguish an object from others are determined by these categories. In its definition, the noun is expressed as substance, while the other categories are determined as accidents. In addition, he mentioned 4 different causes of the existence of an object. All these are effectively used for word definitions, especially in dictionaries. The concepts of universal, which are related to the word, and differentia, which distinguish the word from others in its own kind, are the concepts that dictionaries especially focus on. Knowing and using these concepts correctly by teachers will help students understand better. This study was conducted to confirm this aim. In this study, 15 teachers were asked to define the given words and then the problematic situations in the definitions were mentioned to the teachers. Afterwards, the issue of categories and what universal and differentia are, were explained to the teachers and asked to redefine the words. In this case, it has been observed that teachers were more successful. In addition, the word definitions were given to the students, and they were asked what the word was. The rate of students knowing the words correctly was found to be sixty-two percent.

Key Words: Aristotle, Categories, Word Definitions, ESL / EFL context

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HOW AWARE ARE THE TEACHERS OF THE CHILDREN WITH SPECIFIC LEARNING DIFFICULTIES?

1Bunyamin Celik, 2Recep Bilgin
1,2Department of Languages, Education Faculty, Tishk International University, Iraq
Emails:1bunyamin.celik@tiu.edu.iq, 2recep.bilgin@tiu.edu.iq
Correspondence: bunyamin.celik@tiu.edu.iq

DOI: https://doi.org/10.31972/vesal12.11

Abstract

Specific learning disability is a psychological and mental disorder that prevents students from learning like normal students, especially in the primary school period. While other people often see this condition of students as a mental problem, it is treatable. They generally do not have any problems with their intelligence, and it is possible to educate them so as to be normal individuals because they are normal indeed. The application of the curriculum suitable for these students is very important to overcome the problem. Although they may exhibit some behaviours that are not compatible with their age because of slow improvement of emotional quotient, they may change into normal individuals in time. It is very common for the teachers to behave these students as if they are mentally retarded. In fact, the case is quite different. In this study, we applied a questionnaire to detect how aware the teachers are of their situation and how they approach these students. The aim of the study is to show that many teachers have the false idea that these students as if they were mentally retarded and there is nothing to do for them. A Likert-scale questionnaire was applied, and the teachers’ opinions were taken through it. The questions are about how aware the teachers are of these students and if they think these students are mentally retarded. In total, 789 teachers participated in the questionnaire, and 69% of them think that these students have mental problems.

Key Words: Specific Learning Difficulty, Dyslexia, Intelligence

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The Significance of Non-Verbal Communication in Oral Translation

Ahmed Qader Mohamedamin
Kurdistan Higher Council of Medical Specialties
Presidency Office
International Relations

DOI: https://doi.org/10.31972/vesal12.09

Abstract

This research aims to discover a different definition of interpretation and to prove that non-verbal communication is a fundamental part of interpretation. Therefore, an interpreter without a good knowledge of non-verbal communication cannot be a complete interpreter. The interpretation process is not only the process of meaning transference from one language to another; it is also the transference of the meaning of non-verbal communication such as; facial expression, tone of voice, eye contact etc.

The problem of this study is that most interpreters do not take non-verbal communication into consideration, and they do not have enough information about it. This will be proved through an incident occurred while USA president Joe Biden delivered a speech in April this year for which all details of the reason illustrated clearly. The lack of knowledge about non-verbal communication can cause problems while interpreting or analyzing a speech of a president or a government official or speaker. It leads to misunderstanding and misinterpretation that might be embarrassing for the interpreter and the organization or the Media network they are working for.

Non-verbal communication can be used in different forms, each illustrating or replacing a specific part of verbal communication. It contains many more figures than anyone might think in the first place. So non-verbal signs/Communications play a significant role in the interpretation. It is the essential base in the interpretation process; interpreters have to concentrate on these elements to carry out a successful interpreting process and achieve great interpretation results.

The data of this study is mainly taken from books and articles about translation, Interpretation and Nonverbal Communication. The exemplification is primarily drawn from English sources, books and articles that have partly been opted out depending on self-experience. Therefore, it is analyzed through a questionnaire in which eighteen professional translators/interpreters are asked seven questions regarding the importance of Non-Verbal Communication in Oral Translation. In conclusion, the outcome of this manuscript reiterated that interpretation and Non-Verbal Communication complete each other; the latter cannot be perfect without the former.

Keywords: Oral Translation, Non-Verbal Communications, Interpretations, Facial Expression, Interpretation.

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Non-Linguistic Aspects of Interpreting with Reference to English and Kurdish

Assist. Prof.Dr. Lanja A. Dabbagh                          Wrya Izzadin Ali  Assist. Prof. Dr.

English Department, College of Languages, Salahaddin University- Hawler

Wyra.ali@su.edu.krd                  lanja.dabbagh@su.edu.krd

DOI: http://doi.org/10.31972/vesal12.08

Abstract

Interpreting as a profession has become the center of interest and focus for many linguists, translation scholars, translators, and professionals. Interpreting has played a vital role in bridging the gap and maintaining relationships among people of different languages. The output of interpreting, unlike written translation is entirely oral leaving behind no written proof. Interpreting is an activity or a process which consists of the facility of oral and sign language communicated either consecutively or simultaneously between two or more speakers who are not speaking the same language. Interpretation is the act of transposing a message from one language to another immediately in real time.

The study sheds light mostly upon non- linguistic factors in the process of interpreting which can be of no less important than the linguistic ones. The aim of the study is to provide an overview of interpreting in general with a detailed description of the non- linguistic strategies or skills from the perspective of interpreting process. Bearing these in tactics in mind, the interpreter tackles the interpreting problems and difficulties in a more skillful way.

Key Words: Non- Linguistic Aspects, Interpreting, Paralinguistics Aspects, Verbal and non- verbal messages.

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