International Journal of Scientific Research and Innovative Studies 2023-11-02T09:13:44+00:00 IJSRIS Journal Open Journal Systems <p>IJSRIS is a Peer Reviewed International <em class="hcV4Re nkGKTb">Journal </em>publishing research articles within the whole field of innovative studies. </p> <p>ISSN: 2820-7157</p> Enhancing Learning Management in Moroccan Education: Challenges, Opportunities, and Recommendations 2023-10-28T18:13:11+00:00 Abderrazzak Mazouak Abdelghani Slassi Omar ELOuidadi Mohammed Rehhali Najoi EL Hazzat <p>The Moroccan education system is undergoing a transformative journey with learning management at its core. This research delves into the intricacies of learning management in Moroccan education, deciphering the challenges, recognizing the opportunities, and proposing actionable recommendations. It navigates the landscape of a diverse nation, marked by regional disparities, linguistic richness, and cultural diversity. The challenges encompass inequities in educational access and limited parental involvement, while opportunities arise from the widespread adoption of educational technology and positive student perceptions. The study concludes with recommendations that advocate for policies reducing regional disparities, fostering parental engagement, promoting linguistic inclusivity, optimizing educational resources, and leveraging technology while upholding teacher professional development. This research contributes to the ongoing quest for quality and equity in Moroccan education.</p> <p><strong>Keywords: </strong>Learning Management, Moroccan Education, Challenges, Opportunities, Recommendations, Educational Technology, Parental Involvement, Linguistic Diversity, Teacher Professional Development, Educational Equity.</p> 2023-10-29T00:00:00+00:00 Copyright (c) 2023 I-Scheme With Contractive Condition In Hilbert Space And Common Fixed Point Theorem 2023-10-28T12:39:18+00:00 Shoyeb Ali Sayyed Raj Singh Chandelkar S.K.Jain Skjain63engg@Gmail.Com <p>In our ongoing review write-up, entrenched a common fixed point theorem for generalized contraction with I-scheme in Hilbert space by using rational expression type condition. Our evaluation is conception of prior set out come with rectifying existence and uniqueness of fixed point theory . We have taken advantages of preceding known authors done work as well as Ishikawa scheme for getting more significant result.</p> <p>&nbsp;</p> <p><strong>KEYWORDS: </strong>Closed Convex Subset , Fixed Point Theory, Hilbert Space, I-Scheme, Rational Expression.</p> 2023-10-29T00:00:00+00:00 Copyright (c) 2023 HILBERT SPACE AND UNIQUE COMMON FIXED POINT FOR SELF MAPPINGS 2023-10-28T13:30:39+00:00 Shoyeb Ali Sayyed Raj Singh Chandelkar S.K.Jain Skjain63engg@Gmail.Com <p>In present paper , enhanced the outcome of prominent educators as well as analyzers. Using self mappings along with functional type inequality in Hilbert space for building up desired unique common fixed point. For procuring we have done some tempering in old survey. Our desired result of the theorem is affecting by a great number&nbsp; of experts.</p> <p><strong>&nbsp;</strong></p> <p><strong>KEY WORDS: </strong>Closed Convex Subset , Functional Inequality, Hilbert Space, Ishikawa Iteration,&nbsp; Self &nbsp;Mappings, Unique Common Fixed Point</p> 2023-10-29T00:00:00+00:00 Copyright (c) 2023 Evaluation: Senarization and educational action 2023-11-02T09:13:44+00:00 Abderrazzak Mazouak Abdelghani Slassi Omar ELOuidadi Mohammed Rehhali Najoi EL Hazzat <p>The Pedagogical evaluation is considered, in the field of general didactics, and specifically in the context of school programs, a subject of debate in contemporary pedagogy, research in educational sciences and didactics of disciplines, aiming through this the foundation of the foundations of a science of evaluation. The interest in this branch is explained, firstly, by the development of summative and formative evaluation techniques of educational phenomena, then, by the growing awareness of the functions of formative evaluation and the role that it plays in the evolution of contemporary educational systems. Indeed, the advancement that the field of educational evaluation has experienced, and which has been able to promote the training systems of many developed countries, contrasts with the systems of countries which remain faithful to traditional evaluation practices, leading thus creating a divide separating the evaluation of perspectives from the teaching process. Thus, in most developing countries we notice a craze relating to the evaluation of programs instead of evaluating the learning paths and its mechanisms, relating to the judgment of learners, between failure and success instead of care about the development and true refinement of their skills and the emancipation of their cognitive abilities. Consequently, the current state requires an update of the mechanisms of educational evaluation by adopting an integrated vision mode, combining evaluation as an indicator of obstacles to the functioning of teaching/learning and as a element of correction of the course, and evaluation as a need of society, thus ensuring the primary function of the educational institution, going through quite complex educational processes and through a fixing process, after studies and prospective reflection , the objectives to be achieved, the necessary means and the stages of achievement. Thus, educational evaluation revolves around a translucent distinction between its different types, specifying the functional nuances and limits of each of them. And in accordance with our aim, we treat in this work three forms of evaluation, namely: “diagnostic; formative; summative”. We will focus on the presence within the scope of the purpose of each level of evaluation in order to arrive at conclusions capable of illuminating the conceptualization of the management of learning capable of being actualized in the contemporary teaching/learning context.</p> <p>&nbsp;</p> <p><strong>Keywords: </strong>Senarization; ; educational evaluation; educational functions of evaluation.</p> 2023-11-02T00:00:00+00:00 Copyright (c) 2023