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  • Mr Emmanuel Katsogridakis

    MD, MSc, PhD, MRCS British Heart Foundation Academic Clinical Lecturer Email  ek311@le.ac.

  • Collections and Research

    Read about the collections and research associated with the Botanic Garden.

  • Cerebral Autoregulation

    Impaired regulation of cerebral blood flow is implicated in a number of clinical conditions, such as ischaemic stroke, severe head injury, liver failure, diabetes, autonomic nervous system failure, carotid artery disease, dementia, pre-eclampsia and neonatal prematurity.

  • Events

    Find out about the upcoming events hosted by and related to Museum Studies at the University of Leicester.

  • Garden preview

    Discover all there is to see at the Botanic Garden at the University of Leicester.

  • Design of Discrete Systems

    Module code: EG7016 This module will provide an understanding of the background theory associated with discrete system analysis followed by a review of design methods associated with the main classes of discrete systems.

  • Discrete Structures

    Module code: CO1012 In this module you will study the basic concepts from discrete mathematics that are needed in the study of computer science. While the main purpose is to learn the necessary maths, the module is taught from a computer science viewpoint throughout.

  • Discrete Event Systems

    Module code: CO4211 A discrete event system is a mathematical model of a system (such as a computational device) that communicates with its environment by atomic actions (called events). For example, a user of the system pressing a button could send a signal to a controller.

  • Discrete Event Systems

    Module code: CO7211 A discrete event system is a mathematical model of a system (such as computational device) that communicates with its environment by atomic actions (called events). For example, a user of the system pressing a button could send a signal to a controller.

  • Advanced Discrete Mathematics

    Module code: MA2042 The objects of study in Discrete Mathematics are mathematical structures that are fundamentally discrete rather than continuous.

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