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Exploring Grammar and Pronunciation: From Theory to Practice
https://le.ac.uk/modules/2027/ed7802
Module code: ED7802 This module will enhance your understanding of the grammatical and phonological structure of English and explore how this can be applied to your own language teaching and learning experiences.
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Innovation and Reform: Specialist Module
https://le.ac.uk/modules/2027/ed7317
Module code: ED7317 (double module) Building on the first module, this module focuses on researching innovation and reform. You will develop, carry out and report on a joint research project to act as a bridge towards your dissertation work.
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India
https://le.ac.uk/regression-testing-area/india
We welcome students from India. Find out about entry requirements, the Indian student community and other country-specific information.
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India
https://le.ac.uk/study/international-students/countries/asia/india
We welcome students from India. Find out about entry requirements, the Indian student community and other country-specific information.
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Country House Technology
https://le.ac.uk/country-house-technology
The owners of country houses, together with the vast armies of staff they employed, formed the background of rural society in Britain until at least 1914.
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Olalekan Bello
https://le.ac.uk/people/olalekan-bello
The academic profile of Dr Olalekan Bello, Lecturer at University of Leicester
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Karl Ryder
https://le.ac.uk/people/karl-ryder
The academic profile of Professor Karl Ryder, Professor of Physical Chemistry Postgraduate Tutor at University of Leicester
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Learning Technologies 1: Technology-Enhanced Learning
https://le.ac.uk/modules/2026/ed7601
Module code: ED7601 This module will give you a broad overview of technologies, their associated characteristics and the ways in which they can be used to foster different pedagogical approaches across different learning contexts.
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Geospatial Data Analytics
https://le.ac.uk/modules/2026/gy7707
Module code: GY7707 This module focuses on the tools for geospatial data analysis.
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Vector Calculus
https://le.ac.uk/modules/2026/ma2032
Module code: MA2032 The branches of mathematical analysis, and differential and integral calculus in particular, form an essential part of the toolbox of any pure or applied mathematician, scientist or engineer.