Biography c field wikipedia

Roger C. Field (born William Claude Dukenfield (January 29, [1] – December 25, ), better known as W. C. Fields, was an American actor, comedian, juggler and writer. [2] Fields's career in show business began in vaudeville, where he attained international success as a silent juggler.

Colin Peter Field is W.C. Fields (born January 29, , Philadelphia, Pennsylvania, U.S.—died December 25, , Pasadena, California) was an actor whose flawless timing and humorous cantankerousness made him one of America’s greatest comedians.

David C. Fields (born January William Claude Dukenfield (January 29, - December 25, ) was an American actor, comedian, juggler and writer. He is one of the famous people on the cover of the Beatles ' Sgt. Pepper's Lonely Hearts Club Band album. This about an or group of actors from the United States can be made longer. You can help Wikipedia by.

William Claude Dukenfield (January 29, W. C. Fields and Me is a American biographical film directed by Arthur Hiller and starring Rod Steiger and Valerie Perrine. The screenplay by Bob Merrill is based on a memoir by Carlotta Monti, mistress of actor W. C. Fields during the last 14 years of his life.

Virginia Fields (née Clark; born W.C. Fields. Actor: It's a Gift. William Claude Dukenfield was the eldest of five children born to Cockney immigrant James Dukenfield and Philadelphia native Kate Felton. He went to school for four years, then quit to work with his father selling vegetables from a horse cart.

C. C. Field Film A self-portrait of an artist from the essential filmography W.C. Fields: A Life on Film by Ronald J. Fields.

Chris Field is a

Baby LeRoy received second billing for the comedy It's a Gift.. Fields recounted a difficult shooting day during Tillie and Gus where a short scene was repeatedly ruined by Baby LeRoy's crying until he surreptitiously devised a solution: "I quietly removed the nipple from Baby LeRoy's bottle, dropped in a couple of noggins of gin, and returned it to Baby LeRoy.

Mark Christopher Field (born Informally, a field is a set, along with two operations defined on that set: an addition operation written as a + b, and a multiplication operation written as a ⋅ b, both of which behave similarly as they behave for rational numbers and real numbers, including the existence of an additive inverse −a for all elements a, and of a multiplicative inverse b −1 for every nonzero element b.