Visitors of the Ashmolean Museum (Mathematical, Physical and Life Sciences Division) - Trinity Term 2022
Information on elections to this constituency held on Thursday 9 June 2022
Results
This vacancy lapsed due to insufficient nominations having been received. In accordance with the regulations, it must now remain vacant until an appointment is made jointly by the Proctors and Vice-Chancellor. Any eligible member of Congregation who wishes to be considered for appointment to an unfilled vacancy is asked to contact the Elections Officer by 9 June.
Vacancy
One member of Congregation from the MPLS Division elected by Congregation, to serve until the start of MT 2026 [vice Professor Chris Lintott]
General Notes
Electronic elections
The elections on 9 June will be conducted electronically.
Nominations
Hard copies of nomination forms will not be processed. Completed nomination forms should be sent as an email attachment to the Elections Office by 4pm on 12 May. Please ensure that the nominators listed in section D are also copied into the email when the nomination form is submitted, as this will act as verification of the nomination in lieu of supplying original signatures.
General requirements and eligibility
All candidates are asked to note the general requirements which apply to all committee members, as set out in Council Regulations 14 of 2002 (General Regulations of Council for Committees). Current members seeking re-election are also asked to check for specific restrictions on consecutive service. For further information, please see the eligibility and amendments to nominations sections within the Information about University elections pages of the Elections website.
Candidate’s statement
Candidates are invited to include with their nomination forms a written statement of no more than 250 words, setting out their reasons for standing and qualifications for the office being sought. In the event of a contested election, these statements will be published both on-line and in the Gazette.
Contested elections
In the event of a contested election, the successful candidates will be determined by an electronic ballot. An email with further instructions will be sent to eligible voters on Wednesday 25 May, using the email addresses provided in the electronic register of Congregation (NB with few exceptions, notably clinical staff, this will be the work address ending ‘ox.ac.uk’). Candidates’ statements will be published in the Gazette dated 26 May. Voters may wish to read these statements before completing their electronic vote. The voting period will close at 4pm on 9 June.
Uncontested elections
If the number of nominations received by the closing date is no more than sufficient to fill the vacancies, the candidates nominated shall be deemed to be duly elected as of the close of the nomination period on Thursday, 12 May. When required, places will be allocated according to academic standing, as defined in Council Regulations 22 of 2002, Part 2: Academic Precedence and Standing. If the number of nominations received by the closing date is less than sufficient to fill the vacancies, those candidates nominated will be deemed elected unopposed, and the remaining vacancies will lapse, in which case, in accordance with the regulations, the places must remain vacant until appointments are made jointly by the Vice-Chancellor and Proctors.
Period of office
All vacancies are from the beginning of MT 2022 unless otherwise stated. In accordance with Congregation Regulations 2 of 2002, in any election where vacancies are to be filled for periods of different length, the elected candidates shall hold office so that the tenure of those who receive more votes shall be longer than that of those who receive fewer votes; but if the election is uncontested or if two candidates receive the same number of votes, the candidate senior in academic standing shall hold office for the longer period.
Further information
For further information, please contact the Elections Office.
General Information about this constituency
This constituency is comprised of one member of Congregation from the Maths, Physical and Life Sciences Division elected by members Congregation.
Elections to this constituency restrict candidates to members of the Mathematical, Physical and Life Sciences Division. This means that all members of Congregation are eligible to nominate a candidate or to vote, but prospective candidates who want to stand for election must be a member of Congregation in the Mathematical, Physical and Life Sciences Division.
The full term of office is four years (or less, when a by-election is held to fill the residue of the term of office for an elected member who is standing down early).
The Visitors are responsible under Council, for the safe keeping, preservation, orderly administration and general policy of the museum. The board meets five times a year and meetings usually last three to four hours. The role of the Congregation-elected members is to represent their division in the museum and represent the museum within their division. The board would welcome members with an understanding of the potential of the University museum and its collections to support the University’s teaching and research agendas.
The terms of reference and membership of this body are set out in Council Regulations 2 of 2019.
For further information, please contact the Secretary
Nominations
Nominations for elections to this constituency are published weekly in the Gazette and on this website as they are received and processed. The details of any nominations received can be seen by clicking on the candidate's surname in any adjacent tabs.
Contested elections
In the event of a contested election, candidate statements will be published in the Gazette and on this website. The details of any candidate's statements received can be seen by clicking on the candidate's surname in any adjacent tabs.
Contact the Elections Officer
For further information, please email the Elections Office.
University of Oxford elections
For general information on the election(s) to a specific committee see this list
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