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Thesis/Dissertation printing and binding
https://le.ac.uk/print-services/thesis-printing
Thesis printing Leicester|Perfect Binding, Wiro Binding, Spiral Binding
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Hindi Post-Beginners (Level 2)
https://le.ac.uk/languages-at-leicester/languages/hindi/hindi-level-2
Hindi course for post-beginners at Leicester University
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Technology, Organisation and People
https://le.ac.uk/school-of-business/research/technology-organisation-and-people
Lead: Professor Zach Lee The Technology, Organisation, and People (TOP) research group focuses on examining the interplay between technological innovations, data analytics, organisations, and people.
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Social Sciences and Humanities Librarians’ Blog: Academic and staff blogs from the University of Lei
https://staffblogs.le.ac.uk/socscilibrarians/page/216/
Academic and staff blogs from the University of Leicester
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Andrew Dunn: Page 215
https://staffblogs.le.ac.uk/socscilibrarians/author/andrew_dunn/page/215/
Academic Librarian.
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CVs
https://le.ac.uk/career-development-service/applications-and-cvs/cvs
Learn how to write a CV and how to best showcase your experiences and skills.
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Use Adaptive Release Advanced to restrict access to content in Blackboard
https://staffblogs.le.ac.uk/lli/2016/10/19/use-adaptive-release-advanced-to-restrict-access-to-content-in-blackboard/
Posted by Stephen Walker in Leicester Learning Institute: Enhancing learning and teaching on October 19, 2016 An Adaptive Release rule consists of a set of criteria that defines the visibility of a content item to students. Criteria are the parts that make up the rule.
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Equations of Mathematical Physics
https://le.ac.uk/modules/2026/ma4002
Module code:MA4002 This module will develop your understanding of partial differential equations, their classifications, solutions and applications. We will take a more in-depth look at Fourier series and some special functions in solving partial differential equations.
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Equations of Mathematical Physics
https://le.ac.uk/modules/2025/ma4002
Module code:MA4002 This module will develop your understanding of partial differential equations, their classifications, solutions and applications. We will take a more in-depth look at Fourier series and some special functions in solving partial differential equations.
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Equations of Mathematical Physics
https://le.ac.uk/modules/2024/ma4002
Module code:MA4002 This module will develop your understanding of partial differential equations, their classifications, solutions and applications. We will take a more in-depth look at Fourier series and some special functions in solving partial differential equations.