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Possible Answers:
GAGA.
Last seen on: Daily Boston Globe Crossword Sunday, 16 July 2023
Random information on the term “A Star Is Born”:
A Star Is Born is a 1937 American Technicolor drama film produced by David O. Selznick, directed by William A. Wellman from a script by Wellman, Robert Carson, Dorothy Parker, and Alan Campbell, and starring Janet Gaynor (in her only Technicolor film) as an aspiring Hollywood actress, and Fredric March (in his Technicolor debut) as a fading movie star who helps launch her career. The supporting cast features Adolphe Menjou, May Robson, Andy Devine, Lionel Stander, and Owen Moore.
The film has been remade three times: in 1954 (directed by George Cukor and starring Judy Garland and James Mason), in 1976 (directed by Frank Pierson and starring Barbra Streisand and Kris Kristofferson), and in 2018 (starring Lady Gaga and Bradley Cooper, who also directed).
Farm girl Esther Victoria Blodgett yearns to become a Hollywood actress. Although her aunt and father discourage such thoughts, Esther’s grandmother gives Esther her savings to follow her dream.
Esther goes to Hollywood and tries to land a job as an extra, but so many others have had the same idea that the casting agency has stopped accepting applications. Esther is told that her chances of becoming a star are one in 100,000. She befriends a new resident at her boarding house, assistant director Danny McGuire, himself out of work. When Danny and Esther go to a concert to celebrate Danny’s employment, Esther has her first encounter with Norman Maine, an actor she admires greatly. Norman has been a major star for years, but his alcoholism has sent his career into a downward spiral.
Random information on the term “GAGA”:
In algebra, flat modules include free modules, projective modules, and, over a principal ideal domain, torsion free modules. Formally, a module M over a ring R is flat if taking the tensor product over R with M preserves exact sequences. A module is faithfully flat if taking the tensor product with a sequence produces an exact sequence if and only if the original sequence is exact.
Flatness was introduced by Jean-Pierre Serre (1956) in his paper Géometrie Algébrique et Géométrie Analytique.
A module M over a ring R is flat if the following condition is satisfied: for every injective linear map φ : K → L {\displaystyle \varphi :K\to L} of R-modules, the map
is also injective, where φ ⊗ R M {\displaystyle \varphi \otimes _{R}M} is the mapinduced by k ⊗ m ↦ φ ( k ) ⊗ m . {\displaystyle k\otimes m\mapsto \varphi (k)\otimes m.}