Thomas Mulcair

E583929

Thomas Mulcair is a Canadian politician and lawyer who served as leader of the New Democratic Party and Leader of the Official Opposition in the House of Commons.

Try in SPARQL Jump to: Statements Referenced by

Statements (46)

Predicate Object
instanceOf human
politician
countryOfCitizenship Canada
dateOfBirth 1954-10-24
educatedAt McGill University NERFINISHED
Université Laval NERFINISHED
endTime as Leader of the New Democratic Party: 2017-10-01
as Leader of the Official Opposition (Canada): 2015-11-04
as MNA for Chomedey: 2007-02-21
as MP for Outremont: 2018-08-03
familyName Mulcair NERFINISHED
fieldOfStudy law
formerPoliticalParty Quebec Liberal Party NERFINISHED
givenName Thomas NERFINISHED
hasChild two sons
languageSpoken English
French
memberOf House of Commons of Canada NERFINISHED
National Assembly of Quebec NERFINISHED
name Thomas Mulcair NERFINISHED
notableFor leading the New Democratic Party to Official Opposition status continuation after 2011 election
occupation lawyer
politician
university professor
placeOfBirth Ottawa NERFINISHED
politicalParty New Democratic Party of Canada NERFINISHED
positionHeld Leader of the New Democratic Party
Leader of the Official Opposition (Canada) NERFINISHED
Member of Parliament of Canada
Member of the National Assembly of Quebec
Quebec Minister of Sustainable Development, Environment and Parks
postPoliticalCareer political commentator
university lecturer
precededBy Jack Layton as Leader of the New Democratic Party
Nycole Turmel as Leader of the Official Opposition (Canada) NERFINISHED
religion Roman Catholicism
representedRiding Chomedey NERFINISHED
Outremont NERFINISHED
residence Montreal NERFINISHED
spouse Catherine Pinhas NERFINISHED
startTime as Leader of the New Democratic Party: 2012-03-24
as Leader of the Official Opposition (Canada): 2012-03-30
as MNA for Chomedey: 1994-09-12
as MP for Outremont: 2007-09-17
succeededBy Jagmeet Singh as Leader of the New Democratic Party
Rona Ambrose as Leader of the Official Opposition (Canada)

Referenced by (1)

Full triples — surface form annotated when it differs from this entity's canonical label.

Andrew Scheer precededBy Thomas Mulcair