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  • Organic Chemistry

    Module code: CH2201 In this module, you'll delve back into the world of organic materials and compounds, the basis for all life on earth, and build upon your knowledge of organic chemistry gained during your first year.

  • Advanced Materials Chemistry

    Module code: CH3208 During your second year, you would have learnt about the exciting world of materials chemistry during CH2207 Polymer & Materials Chemistry.

  • Extended Essay

    Module code: ML3176 This module offers you the opportunity to research a topic of your choice - after approval by the relevant Section Coordinator - and to produce an extended piece of work based on your study.

  • Language, Discourse, and Society

    Module code: ED7004 In thios module you will study the central concepts in sociolinguistics, such as dialectal variation and standardisation.

  • Embedded Systems for Condition Monitoring and Control

    Module code: EG7018 This module follows on from EG7014 and is concerned with software architectures and patterns for embedded systems with one or more processors or microcontrollers.

  • Using subject search

    Get instructions on how to most effectively use the subject search when browsing the East Midlands Oral History Archive.

  • Black Excellence

    The ULSB Black Excellence (UBE) group offers a range of resources for students and highlights the achievements of individuals in the Black community. The ULSB Black Excellence group is open to all staff and students at the School of Business.

  • Sets, Relations and Groups

    Module code: MA1105 This module is a broad-based introduction to fundamental ideas which form the foundation for mathematics. We shall focus a lot of our attention on sets and structures on them.

  • Data Mining and Neural Networks

    Module code:MA4022 This module will provide a comprehensive introduction to the structure of the data mining process and explain the basic notions and operation.

  • Elements of Number Theory

    Module code: MA1104 Elementary Number Theory will provide an introduction into the thinking and reasoning of pure mathematics. Number theory is one of the oldest and most fundamental branches of pure mathematics.

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