Search for tag: "correspondence"

6 Media

33:47 CJS Seminar: Deborah Russo CJS Seminar: Deborah Russo	CJS Seminar: Deborah Russo The Crime, Justice & Society Seminar Series presents Isolation in Scottish prisons through a letter-writing project Deborah Russo, University of Edinburgh and member of the Scottish Centre… crime justice and society law criminology criminal law prisoners prison letters isolation segregation letter participants prisons lot experiences experience phd rachel writing researcher topic things covid interview correspondence From Iain Mcgee 0 likes 1 plays 0 Licence Type All rights reserved The University of Edinburgh Date Created December 5th, 2022 Retain Source File Yes
01:00:29 Survey on bounded arithmetic - Arnold Beckmann Survey on bounded arithmetic - Arnold Beckmann	Survey on bounded arithmetic - Arnold Beckmann Mathematical Approaches to Lower Bounds: Complexity of Proofs and Computation Survey on bounded arithmetic by Arnold Beckmann, Swansea University icms induction theories functions proof arithmetic function formulas theory hierarchy sigma translation formula b1 length consistency problems alpha principle direction correspondence From Iain Cms 0 likes 12 plays 0 Licence Type All rights reserved Date Created July 8th, 2022
03:24 Florian Bruck EVA Talk Preview Florian Bruck EVA Talk Preview	Florian Bruck EVA Talk Preview This talk has captions. You can remove these by pressing CC on the video toolbar. Name: Florian Bruck Talk Title: Exchangeable min-id sequences: Characterization, exponent measures and… theory solution eva icms bruck exchangeable sequences characterization measures process processes side hand correspondences class mid-1980s talk measure exponent correspondence subordinator subclasses stochastic iit theorem plot blue From Anna Munro 0 likes 17 plays 0 Licence Type All rights reserved Language English
58:11 December 02 Eleonore Faber - McKay quivers and… December 02 Eleonore Faber - McKay quivers and the McKay correspondence for some complex reflection groups	December 02 Eleonore Faber - McKay quivers and the McKay correspondence for some complex reflection groups An automated programme has been used to generate the subtitles on this talk. icms repnet representations reflection representation groups lambda correspondence mci box arrows chi boxes n. loops discriminant thing tau dimension restriction tensor diagram From OLLIE Quinn 0 likes 71 plays 0 Course Code ICMS Publisher ICMS Licence Type All rights reserved Language English Date Created December 2nd, 2020
07:42 Lecture 6 part 3A Kaltura Capture recording -… Lecture 6 part 3A Kaltura Capture recording - October 21st 2020, 4:03:31 pm	Lecture 6 part 3A Kaltura Capture recording - October 21st 2020, 4:03:31 pm lecture 6 part 3A rationalists lecture 6 part 3a leibniz force substance substances concept entelechy leibnitz matter body polio unity form correspondence souls lecture aristotle lipids monad slide unit contrast From Pauline Phemister 0 likes 20 plays 0 Course Code PHIL10086 Licence Type Creative Commons - Attribution Date Created October 21st, 2020
06:55 Ada Lovelace and her mentors - Christopher D.… Ada Lovelace and her mentors - Christopher D. Hollings	Ada Lovelace and her mentors - Christopher D. Hollings For Ada Lovelace Day 2016, Christopher D. Hollings (Mathematical Institute & The Queen's College, Oxford), provides a brief introduction to the life and works of Ada Lovelace (1815-1852) and… women in science women in stem ada lovelace ada lovelace day 2016 mathematics computing computer programming computer science women mathematicians charles babbage mary somerville lord byron machine engine ada babbage tutors difference byron 1400s morgan mentors questions series computer principles parties network correspondence king ways From Ewan McAndrew 0 likes 70 plays 0 Publisher Ewan McAndrew - Wikimedian in Residence Licence Type All rights reserved The University of Edinburgh Language English Date Created October 8th, 2016

the university of edinburgh

University affiliations

The University of Edinburgh is a charitable body, registered in Scotland, with registration number SC005336, VAT Registration Number GB 592 9507 00, and is acknowledged by the UK authorities as a “Recognised body” which has been granted degree awarding powers.

Any views expressed within media held on this service are those of the contributors, should not be taken as approved or endorsed by the University, and do not necessarily reflect the views of the University in respect of any particular issue.

Unless explicitly stated otherwise, all material is copyright © The University of Edinburgh 2021 and may only be used in accordance with the terms of the licence.