Titlebook: Innovation, Leadership and Governance in Higher Education; Perspectives on the Parves Sultan Book 2023 The Editor(s) (if applicable) and T

Heterodoxy

Perceived Readiness and Factors Influencing the Adoption of Online Learning Management Systems: The e use online learning management systems (OLMS), the readiness of public institutions in Bangladesh for online education has been a concern. The present study aims to establish a relationship between OLMS and readiness indicators to determine whether the University of Rajshahi is ready-to-use OLMS.

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Technological Shock in Digital Transformation of Higher Education in Bangladeshgladesh to close all the educational institutions on March 18, 2020. A digital transformation in the education industry facilitated education during this prolonged lockdown. Undoubtedly, this dramatic change introduced both teachers and students to unexpected challenges. This study aimed to unveil t

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enhance

debase

The Relationship Between Leadership Styles and Crisis Management Strategies: The Context of Universiangladesh during the COVID-19 pandemic. This chapter demonstrates how transformational leadership and management concepts have evolved and reviews contemporary debates about the nature of crisis events and leadership styles in university education during emergencies or difficulties. In contrast, the

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Introduction

ulti-threaded, strongly typed and higher order (in the functional programming sense). It has relation, function and action procedure definitions. Threads execute action procedures, calling functions and querying relations as need be. Threads in different agents communicate and coordinate using async

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hieving their goals by applying symbolic reasoning techniques. It has been proposed [1] that symbolic negotiation could be formalised as Partial Deduction (PD) in Linear Logic (LL). However, the paper [1] did not provided a formalisation of the PD process in LL..In this paper we fill the gap by prov

VEIL

Parves Sultanhieving their goals by applying symbolic reasoning techniques. It has been proposed [1] that symbolic negotiation could be formalised as Partial Deduction (PD) in Linear Logic (LL). However, the paper [1] did not provided a formalisation of the PD process in LL..In this paper we fill the gap by prov