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ڈاکٹر عبدالرحمن بجنوری
ڈاکٹر عبدالرحمن بجنوری
(مولانا عبدالسلام ندوی)
۷؍ نومبر ۱۹۱۸ء کو علی گڑھ کالج کے ایک نوجوان فرزند کا داغ مفارقت بھی ہمیں اٹھانا پڑا یعنی ڈاکٹر عبدالرحمن بجنوری نے بھوپال میں انتقال کیا، مرحوم نہایت علم دوست شخص تھے حال ہی میں جب ہم بھوپال گئے تھے ان سے ملاقات ہوئی تھی، اور انھوں نے شعرالہند کے متعلق ہمیں مفید مشورے دیئے تھے۔ (نومبر ۱۹۱۸ء)
A Study of Stress Factors and Their Impact on Students’ Academic Performance at University Level
The main emphasis of the study is on the academic performance and the stress management in applied science among the students of Mohtarma Benazir Bhutto Shaheed Sindh University Campus Dadu. What is the level of stress on the academic success of the students? How does it affect their lifestyle and health? This is what the research study covers to counteract the general stress among the students. The purpose of the study is to inquire and bring light to measure and check the present stress among students of the university. While doing the research a quantitative method was applied for collecting and analyzing the data. The Questionnaires were distributed among different students for this purpose. Innumerable factors of stress were found in the results and the factors were grouped in four categories which are; -Environmental Factors, Academic Factors, and Personal Factors. In environmental factors, the stress was about the happening the fate in the future. The students were found worried about future that what would happen about their fate? How it will happen? What is about to happen? When they came into contact with the new people it raised their stress. Also the class workload was the main reason for the stress among the students regarding academic factors. When the students were experiencing the workload of the class the group of the students came under stress. The last factor was a personal factor which was mainly due to the financial problem among the students. The stress of all categories can be managed through stress management courses and doing different extracurricular activities which will help to divert the attention of the students on different occasions. This study has drawn significant conclusions and Suggests further measures for practitioners which could help other to manage stress. The limitations are also mentioned so that those who are conducting research for the similar cases can extract better results and ways of curbing stress. A survey questionnaire was designed to collect the response from students, the five-point Likert scale was used from strongly agree to strongly disagree. SPSS-21 version was used to interpret the results through different quantitative techniques like descriptive, regression, and correlation. ____________Generalized Fuzzy Coincidence and Fixed Point Theorems
Generalized Fuzzy Coincidence and Fixed Point Theorems In this thesis, the notion of intuitionistic fuzzy b-metric spaces (shortly, IFbMS) has been introduced. Fixed point theorems of contractive mappings in IFbMS are formulated and proved to generalize the well-known Banach, Kannan and Chatterjea type results. Zamfirescu type result is also created in fuzzy b-metric space. Coincidence points and common fixed point of weakly compatible mappings in IFbMS along with the stimulating examples are obtained as well. Further, the existence of common fixed point of a family of multivalued maps in closed ball in complete intuitionistic fuzzy metric space is obtained and some valuable consequences are attained from this result. Moreover, a common coincidence point theorem for a pair of L-fuzzy mappings and a non-fuzzy mapping under a generalized ?-contraction condition in a metric space in association with the Hausdorff distance is proved and enhanced with a practical example. A generalized common coincidence point theorem with the?? ∞ metric on 1- cuts of L-fuzzy sets is achieved as well and it is concluded that under the alike circumstances there may be a coincidence point of a pair of multivalued mappings and a point to point mapping. A few corollaries are assembled to generalize many important results with the?? ∞ metric on L-fuzzy sets. Some applications of the obtained results are presented as well. Further, the existence theorems regarding fixed points and common fixed points of intuitionistic fuzzy set-valued maps for Meir-Keeler type contraction in complete metric spaces are established and proved. In addition, some common fuzzy fixed points of fuzzy set-valued mappings having ?-contraction in a complete metric space are obtained by using an integral type contraction condition. In this approach, numerous valuable current and previous results have been generalized. To indicate the strength of the main result, an interesting example is furnished.Journals by Discipline
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