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The president's power to issue a pardon or commute a sentence applies only to federal offenses. Therefore, prisoners sentenced to death by their states are not affected by Biden's move.
"Take" for R, abbreviation of the Latin word recipe, meaning "take". Most abbreviations can be found in the Chambers Dictionary as this is the dictionary primarily used by crossword setters. However, some abbreviations may be found in other dictionaries, such as the Collins English Dictionary and Oxford English Dictionary.
Commute, commutation or commutative may refer to: Commuting, the process of travelling between a place of residence and a place of work; Mathematics.
In law, a commutation is the substitution of a lesser penalty for that given after a conviction for a crime. The penalty can be lessened in severity, in duration, or both. Unlike most pardons by government and overturning by the court (a full overturning is equal to an acquittal), a commutation does not affect the status of a defendant's underlying criminal convicti
Commutative is the feminine form of the French adjective commutatif, which is derived from the French noun commutation and the French verb commuter, meaning "to exchange" or "to switch", a cognate of to commute. The term then appeared in English in 1838.
Ring Road, Vienna, Austria, June 2005 Commuters on the New York City Subway during rush hour Rush hour at Shinjuku Station, Tokyo Traffic jam in Baltimore, Maryland. Commuting is periodically recurring travel between a place of residence and place of work or study, where the traveler, referred to as a commuter, leaves the boundary of their home community. [1]
Signature used by Ernesto Guevara from 1960 until his death in 1967. His frequent use of the word "che" earned him this nickname. Che (/ tʃ eɪ /; Spanish:; Portuguese: tchê; Valencian: xe) is an interjection commonly used in Argentina, Uruguay, Bolivia, Paraguay, Brazil (São Paulo and Rio Grande do Sul) and Spain (), signifying "hey!", "fellow", "guy". [1]
The property of two matrices commuting is not transitive: A matrix may commute with both and , and still and do not commute with each other. As an example, the identity matrix commutes with all matrices, which between them do not all commute. If the set of matrices considered is restricted to Hermitian matrices without multiple eigenvalues ...