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Charles Ray Knight (born December 28, 1952) is an American former Major League Baseball infielder best remembered for his time with the Cincinnati Reds and New York Mets.
[6] [7] Shortly after her divorce, she married Major League All-Star baseball player Ray Knight, then a member of the Houston Astros, in October 1982 in Pelham, Georgia. [8] They were married for 27 years, divorcing in 2009, and have three daughters. While married, Lopez and Knight lived in Georgia in his hometown of Albany.
Knight instituted the Raymond Stampede, the oldest and longest-running rodeo in Canada and is considered the first rodeo stock contractor. Ray Knight and Ad Day formed the Knight and Day Stampede Company. [35] [36] Notably, Knight was closely involved in the establishment and settlement of Raymond, Alberta, a town named in his honor by his ...
Team owner Schott had decided before the 1995 season that manager Johnson would be gone by the end of the year, regardless of the team's outcome, to be replaced by former Reds third baseman Ray Knight. [21] Schott did not like Johnson, and she did not approve of Johnson living with his fiancée before they were married. [21]
Raymond Knight is the name of: Ray Knight (rodeo organizer) (1872–1947), rodeo performer and American settler of Alberta Raymond Knight (radio) (1899–1953), American radio comedian
Marion Hugh "Suge" Knight Jr. (/ ʃ ʊ ɡ / SHUUG; born April 19, 1965) [3] is an American record executive, former NFL player, and convicted felon, who is the co-founder and former CEO of Death Row Records. Knight was a central figure in gangsta rap's commercial success in the 1990s. [4]
Gladys Maria Knight (born May 28, 1944) ... In 2005, a duet between Knight and Ray Charles of "You Were There" was released on Charles' duets album Genius & Friends.
Ray–Knight type theorems relate the field L t to an associated Gaussian process. In general Ray–Knight type theorems of the first kind consider the field L t at a hitting time of the underlying process, whilst theorems of the second kind are in terms of a stopping time at which the field of local times first exceeds a given value.