** Diet of Finland, the legislative assembly of the Grand Duchy of Finland from 1809 to 1906

** Diet of Hungary, the legislative assembly of the Kingdom of Hungary from 15th century to 1946

** Diet of Japan, Japan's legislature

** Imperial Diet ( Holy Roman Empire ), the imperial assembly of the princes of the Holy Roman Empire until 1806

** State Diet ( In German: Landtag ), state parliament of most of the German federated states

** The Diet of the Empire ( In German: Reichstag ), legislative assembly of the German Empire 1871 – 1917

** The Federal Diet ( In German: Deutscher Bundestag ), federal parliament of Germany

** Presidents of the Swiss Diet ( before 1848 )

** At the Diet of Porvoo, Finland's four Estates pledge allegiance to Alexander I of Russia, commencing the secession of the future Grand Principality of Finland from Sweden.

** Mrs. Harris: The Death of the Scarsdale Diet Doctor by Diana Trilling

** Nagatachō-The location of the Diet of Japan ; also houses the Hie Shrine

** In an attempted coup ( the February 26 Incident ), nearly 1500 junior officers of the IJA 1st Division occupy the National Diet Building, the Prime Minister's Residence ) and other key locations in Tokyo.

** Reprinted as: Dying To Be Healthy: A Breakthrough Diet, Nutrition and Self-Help Guide.

** Dr. Atkins ' New Diet Revolution

** The Carbohydrate Addict's Diet

** Cambridge Diet

** Portrets of modern Japanese historic figures on a site of the National Diet Library, Japan

** Orange, Diet Orange, Lemon Lime, Diet Lemon Lime, Grape, Fruit Punch, Strawberry, Pineapple, Black Cherry

** Fugazi – Steady Diet of Nothing

** Fugazi-Steady Diet of Nothing

** Diet Black Cherry

** Diet Cola

** Diet Creme Soda

** Tarski's theorem: For every infinite set A, there is a bijective map between the sets A and A × A.

** For every non-empty set S there is a binary operation defined on S that makes it a group.

** For a list of persons with the given name Benjamin see

** The Apprentice Armorer's Illustrated Handbook For Making Mail

** For example, consider the map ( which is the " realification " of the complex square function ) where U

** For research into past life and evolution

** For museums and education

** For some verbs in some languages, the difference between perfective and imperfective conveys an additional meaning difference ; in such cases, the two aspects are typically translated using separate verbs in English.

** For ohm – SI unit of electrical resistance ; formerly also used upside down () to represent mho, the old name for the inverse of an ohm ( now siemens with symbol S ) used for electrical conductance.

** For Australian cars same ignition maps resulting same horsepower rating as in other markets.

** For instance, when a magazine claims that An MIT professor predicts that the robotic era is coming in 2050, the use of big-name " MIT " ( a world-renowned American university for the advanced research in math, science, and technology ) establishes the " strong " credibility.

** Episode 31 " How To Die For Nothing " ( Writer )

** Toxic Sludge Is Good For You: Lies, Damn Lies and the Public Relations Industry ( 1995 )

** Korean War: For the second time, United Nations troops recapture Seoul during Operation Ripper.

** For the last time, New Year's Day is legally on March 25 in England and Wales.

** For example: One specific person may be identified by all of the following identifiers: Jane Smith ; Jane Elizabeth Meredith Smith ; Jane E. M. Smith ; Jane E. Smith ; Janie Smith ; Janie ; Little Janie ( as opposed to her mother or sister or cousin, Big Janie ); Aunt Jane ; Auntie Janie ; Mom ; Grandmom ; Nana ; Kelly's mother ; Billy's grandmother ; Ms. Smith ; Dr. Smith ; Jane E. Smith, PhD ; and Fuzzy ( her jocular nickname at work ).

** For Your Eyes Only ( 1981 )

** " For happy the lily " ( reprise ) ( Ensemble ) ( See Versions ).

** Associativity of addition: For any integers, a, b and c, ( a + b ) + c = a + ( b + c ).

** Existence of additive identity: For any integer a, a + 0

** Existence of additive inverse: For any integer a, there exists an integer denoted by − a such that a + (− a )

** Commutativity of addition: For any two integers a and b, a + b = b + a.

** Existence of multiplicative identity: For any integer a, a · 1 =

** What I Lived For by Joyce Carol Oates

** The Archers 1968-1986: Looking For Love ( 1999 ) ISBN 0-563-55125-9