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Peter Francis Welch (Springfield, Massachusetts; 2 de mayo de 1947) es un abogado y político estadounidense que ejerce como senador de los Estados Unidos por Vermont desde 2023, anteriormente fue representante de los Estados Unidos por el distrito congresional at-large de Vermont desde 2007 a 2023.
Peter Francis Welch (Springfield, Massachusetts; 2 de mayo de 1947) es un abogado y político estadounidense que ejerce como senador de los Estados Unidos por Vermont desde 2023, anteriormente fue representante de los Estados Unidos por el distrito congresional at-large de Vermont desde 2007 a 2023.
Peter Francis Welch (born May 2, 1947) is an American politician and member of the Democratic Party. Welch is the junior U.S. Senator from Vermont since 2023. He was the U.S. Representative for Vermont's At-large congressional district from 2007 to 2023.
5 de jul. de 2015 · Peter Welch (Democratic Party) is a member of the U.S. Senate from Vermont. He assumed office on January 3, 2023. His current term ends on January 3, 2029. Welch (Democratic Party) is running for re-election to the U.S. Senate to represent Vermont. He declared candidacy for the 2028 election.
Peter Welch, né le 2 mai 1947 à Springfield (Massachusetts), est un homme politique américain, membre du Parti démocrate et sénateur du Vermont au Sénat des États-Unis depuis 2023. Il siège auparavant à la Chambre des représentants de 2007 à 2023 et au Sénat du Vermont pour le comté de Windsor à deux reprises, de 1981 ...
Primary elections were held on August 9, 2022, with Peter Welch, the incumbent U.S. Representative from the state's at-large congressional district, winning the Democratic primary, while U.S. Army veteran Gerald Malloy won the Republican primary.
Columbia University (Ph.D. in mathematical statistics) Occupation (s) Scientist and researcher. Peter D. Welch was a scientist and researcher in the area of computer simulation, as well as applied mathematics, applied statistics, and computer science. A former IBM researcher, he is best known for his work with Welch's method to reduce signal noise.
