International Advance Journal of Engineering,Science & Management
Welcome to International Advance Journal of Engineering, Science & Management
Continuity And Change in The Political Landscape of Migrating Workers: An Analysis Yogendra Kapgate, Research Scholar, Department of Political Science, VBSPU, Jaunpur | Dr. Mahendra Pratap Yadav, Research Scholar, Department of Political Science, VBSPU, Jaunpur ![]() ![]() ![]() ![]() ![]() ![]() ![]()
This research paper examines the evolving political landscape surrounding migrating workers, focusing on the themes of continuity and change. Migration is a global phenomenon shaped by economic, social, and political factors, influencing policies and practices that govern the movement and integration of workers across borders. The political context plays a pivotal role in shaping migration governance, influencing legal frameworks, rights protections, and socio-economic outcomes for migrating wor
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Religious And Cultural Synthesis: Muslim Rulers of India and Assam (1200-1707) Nisha Kapgate, Research Scholar, Department of Political Science, VBSPU, Jaunpur | Dr. Mahendra Pratap Yadav, Research Scholar, Department of Political Science, VBSPU, Jaunpur ![]() ![]() ![]() ![]() ![]() ![]() ![]()
This research paper explores the intricate religious and cultural synthesis that emerged during the period of Muslim rule in India and its impact on Assam from 1200 to 1707 A.D. The advent of Muslim rulers introduced significant transformations in Assam's socio-cultural fabric, marked by the fusion of Islamic traditions with indigenous customs and beliefs. This period witnessed the integration of Persian and Arabic languages in administrative and literary contexts, the introduction of Islamic ar
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A Comparative Study of Fixed-Point Theorems: Exploring Variations in Conditions Within Metric Spaces Ashesh Kumar Jharwal, Assistant Professor, Shivaji College, University of Delhi, New Delhi ![]() ![]() ![]() ![]() ![]() ![]() ![]()
An elementary survey of metric spaces, their properties and the concept of continuity as it pertains to them is provided in this work, along with some comparisons to uniform continuity and convergence. An overview of prior research on metric space, its extension, and practical outcomes from studies that utilized these spaces for various purposes are also included. For mixed monotone mappings in partial order metric spaces, we provide a fixed-point theorem, assuming weak contractility. Our theory
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