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10542 results for: ‘单商户SaaS商城系统-PHP✅项目合作 二开均可 TG:saolei44✅.NKheaYjbIDkHCU’

  • Academic and professional staff

    Find contact details for the academic staff working within the College of Life Sciences.

  • Learning lunch topic: social equity and digital footprints

    Posted by Kerry Dobbins in Leicester Learning Institute: Enhancing learning and teaching on June 15, 2016   The LLI were very fortunate to have Dr Rachel Buchanan from the University of Newcastle, Australia hosting its recent Learning Lunch on the topic of social...

  • Funding

    Details on the alternative sources of funding available for research projects.

  • Physiology, Pharmacology and Neuroscience

    Module code: NT2005 This module will provide an introduction to cellular and systems physiology of the human body with an emphasis on homeostatic mechanisms.

  • Advanced Topics in Cancer Biology

    Module code: BS4004 This module comprises a series of lectures which provide a background to the molecular and cellular basis of cancer.

  • Groups and Symmetry

    Module code: MA3131 Groups measure symmetry in the same way as numbers measure size. This is most evident in the study of symmetry in 2- and 3-dimensional geometric figures.

  • Approaches to nuclear warfighting

    A new study by a University academic argues that current passive and static conceptualizations of Chinese approaches to nuclear and conventional deterrence are no longer appropriate.

  • Groups and Symmetry

    Module code: MA3131 Groups measure symmetry in the same way as numbers measure size. This is most evident in the study of symmetry in 2- and 3-dimensional geometric figures.

  • Software Engineering For Sustainability

    Module code: CO7520 In this module you will study the basics of Systems Thinking and learn how to apply relevant systems engineering analysis methods in socio-technical software systems engineering.

  • Groups and Symmetry

    Module code: MA3131 Groups measure symmetry in the same way as numbers measure size. This is most evident in the study of symmetry in 2- and 3-dimensional geometric figures.

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