Jordan Canning is a Canadian director for film and television. She is known for her independent feature films We Were Wolves (2014) and Suck It Up (2017), as well as her work directing on television series Baroness Von Sketch Show,Burden of Truth and Schitt's Creek.
JordanCanning is a Canadian director for film and television. She is known for her independent feature films We Were Wolves (2014) and Suck It Up (2017)...
Were Wolves is a 2014 Canadian feature film directed by JordanCanning, co-written by JordanCanning and Steve Cochrane, and starring Peter Mooney and Steve...
Nat Justine Lupe as Alice (Season 2) Steven Tsuchida, Heather Jack, JordanCanning, Satya Bhabha and Declan Lowney directed episodes. It was announced...
Michael Jeffrey Jordan (born February 17, 1963), also known by his initials MJ, is an American businessman and former professional basketball player. He...
Jordan, officially the Hashemite Kingdom of Jordan, is a country in the Southern Levant region of West Asia. Jordan is bordered by Syria to the north...
Jordan is a line of basketball shoes produced by Nike, Inc. Related apparel and accessories are marketed under the Jordan Brand. The first Air Jordan...
The Jordan River or River Jordan (Arabic: نَهْر الْأُرْدُنّ, Nahr al-ʾUrdunn; Hebrew: נְהַר הַיַּרְדֵּן, Nəhar hayYardēn), also known as Nahr Al-Sharieat...
Jordan Bernt Peterson (born 12 June 1962) is a Canadian psychologist, author, and media commentator. Often described as conservative, he began to receive...
history of Jews in Jordancan be traced back to Biblical times.[citation needed] Presently, there are no legal restrictions on Jews in Jordan, and they are...
Jordan has a population of more than 11.1 million inhabitants as of 2023. Jordanians (Arabic: أردنيون) are the citizens of Jordan. Around 94% of Jordanians...
Jordan Patrick Smith (born 18 June 1989) is a Scottish-Australian actor. He gained prominence through his role as Andrew Robinson in the soap opera Neighbours...
algebra, a Jordan normal form, also known as a Jordan canonical form (JCF), is an upper triangular matrix of a particular form called a Jordan matrix representing...
North A is a Canadian animated short film, directed by Howie Shia and JordanCanning and released in 2020. Told without dialogue, the film portrays a woman...
Hal Jordan, one of the characters known as Green Lantern, is a superhero appearing in American comic books published by DC Comics. The character was created...
Benn Lee Jordan (born October 28, 1979) is an American musician operating under many pseudonyms. Since 1999, his most widely distributed electronic music...
Jordan Bardella (French: [ʒɔʁdan baʁdɛla]; born 13 September 1995) is a French politician who has been the president of the National Rally (RN) since 2022...
co-directed the 2017 feature film Ordinary Days with Kris Booth and JordanCanning. Stay the Night, her solo feature debut, premiered in 2022. As a television...
Michael Jordan. Jeffrey Jordan is the co-founder of Heir Jordan, a philanthropic foundation that he runs with his younger brother Marcus. Jeffrey Jordan was...
the Hashemite Kingdom of Jordan since the emirate was elevated to the status of a kingdom in 1949. As all monarchs of Jordan have been required by law...
Jordan Keith Attwood Fish (born 26 June 1986) is a British keyboardist, singer-songwriter and producer. He is best known as the keyboardist, backing vocalist...
with positive reception for Hewitt's writing. The film, directed by JordanCanning, was released in 2016. "Kjartan Hewitt". cfccreates.com. Retrieved 10...
Montana Jordan (born March 8, 2003) is an American actor. He is best known for his role as Georgie Cooper in the The Big Bang Theory franchise, appearing...
James Daniel Jordan (born February 17, 1964) is an American politician currently serving in his ninth term in the U.S. House of Representatives as the...
1999) was King of Jordan from 11 August 1952 until his death in 1999. As a member of the Hashemite dynasty, the royal family of Jordan since 1921, Hussein...
In topology, the Jordan curve theorem, formulated by Camille Jordan in 1887, asserts that every Jordan curve (a plane simple closed curve) divides the...