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Fermat’s Last Tango
''Fermat's Last Tango'' is a 2000 off-Broadway musical about the proof of Fermat's Last Theorem, written by husband and wife Joshua Rosenblum (music, lyrics) and Joanne Sydney Lessner (book, lyrics). The musical presents a fictionalized version of the real life story of Andrew Wiles, and has been praised for the accuracy of the mathematical content. The original production at the York Theatre received mixed reviews, but the musical was well received by mathematical audiences. A video of the original production has been distributed by the Clay Mathematics Institute and shown at several mathematical conferences and similar occasions. The musical has also been translated into Portuguese. Synopsis The plot is based on the story of the proof of Fermat's Last Theorem by Andrew Wiles, whose name is changed to "Daniel Keane" in the musical. After seven years of isolation in his attic, Keane believes he has found a proof of the theorem. The musical starts with a press conferen ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |
Joshua Rosenblum
Joshua Rosenblum (born May 10, 1963) is an American composer, conductor, pianist, arranger, and music journalist. He has composed extensively for the concert hall as well as for musical theatre, and currently teaches Composing for Musical Theater at Yale University, his alma mater, as well as Conducting at New York University. As a pianist, he has performed frequently in the New York City area as soloist and accompanist, as well as in Broadway pit orchestras, and with the New York City Center Encores! Orchestra. He has conducted numerous Broadway and Off-Broadway shows, including ''How the Grinch Stole Christmas!'', ''Wonderful Town'', ''Falsettos'', ''Miss Saigon'', and ''Anything Goes''. Most recently he served as pianist and associate conductor for the hit 2022 Broadway revival of Stephen Sondheim and James Lapine's ''Into the Woods.'' Education Rosenblum attended Marietta High School in his hometown of Marietta, Ohio, and spent summers at the Interlochen Arts Camp in Int ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |
Amir Aczel
Amir Dan Aczel (; November 6, 1950 – November 26, 2015) was an Israeli-born American lecturer in mathematics and the history of mathematics and science, and an author of popular books on mathematics and science. Biography Amir D. Aczel was born in Haifa, Israel. Aczel's father was the captain of a passenger ship that sailed primarily in the Mediterranean Sea. When he was ten, Aczel's father taught his son how to steer a ship and navigate. This inspired Aczel's book ''The Riddle of the Compass''. Amir graduated from the Hebrew Reali School in Haifa, in 1969. When Aczel was 21, he studied at the University of California, Berkeley. He graduated with a BA in mathematics in 1975, and received a Master of Science in 1976. Several years later Aczel earned a Ph.D. in statistics from the University of Oregon. Aczel taught mathematics at universities in California, Alaska, Massachusetts, Italy, and Greece. He married his wife Debra in 1984 and had one daughter, Miriam, and one stepda ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |
Soprano
A soprano () is a type of classical female singing voice and has the highest vocal range of all voice types. The soprano's vocal range (using scientific pitch notation) is from approximately middle C (C4) = 261 Hz to "high A" (A5) = 880 Hz in choral music, or to "soprano C" (C6, two octaves above middle C) = 1046 Hz or higher in operatic music. In four-part chorale style harmony, the soprano takes the highest part, which often encompasses the melody. The soprano voice type is generally divided into the coloratura, soubrette, lyric, spinto, and dramatic soprano. Etymology The word "soprano" comes from the Italian word '' sopra'' (above, over, on top of),"Soprano" '' |
Mezzo-soprano
A mezzo-soprano or mezzo (; ; meaning "half soprano") is a type of classical female singing voice whose vocal range lies between the soprano and the contralto voice types. The mezzo-soprano's vocal range usually extends from the A below middle C to the A two octaves above (i.e. A3–A5 in scientific pitch notation, where middle C = C4; 220–880 Hz). In the lower and upper extremes, some mezzo-sopranos may extend down to the F below middle C (F3, 175 Hz) and as high as "high C" (C6, 1047 Hz). The mezzo-soprano voice type is generally divided into the coloratura, lyric, and dramatic mezzo-soprano. History While mezzo-sopranos typically sing secondary roles in operas, notable exceptions include the title role in Bizet's '' Carmen'', Angelina (Cinderella) in Rossini's ''La Cenerentola'', and Rosina in Rossini's ''Barber of Seville'' (all of which are also sung by sopranos and contraltos). Many 19th-century French-language operas give the leading female role to mezzos, includin ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |
Tenor
A tenor is a type of classical music, classical male singing human voice, voice whose vocal range lies between the countertenor and baritone voice types. It is the highest male chest voice type. The tenor's vocal range extends up to C5. The low extreme for tenors is widely defined to be B2, though some roles include an A2 (two As below middle C). At the highest extreme, some tenors can sing up to the second F above middle C (F5). The tenor voice type is generally divided into the ''leggero'' tenor, lyric tenor, spinto tenor, dramatic tenor, heldentenor, and tenor buffo or . History The name "tenor" derives from the Latin word ''wikt:teneo#Latin, tenere'', which means "to hold". As Fallows, Jander, Forbes, Steane, Harris and Waldman note in the "Tenor" article at ''Grove Music Online'': In polyphony between about 1250 and 1500, the [tenor was the] structurally fundamental (or 'holding') voice, vocal or instrumental; by the 15th century it came to signify the male voice that ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |
Jonathan Rabb
Jonathan Rabb (born April 28, 1964) is an American novelist, soloist, essayist, actor and writer. Early life and education Born in Boston, Rabb grew up in Princeton, New Jersey, where his father, Theodore K. Rabb, taught history at the university. He studied political science at Yale University from 1982 to 1986 and earned an MA and MPhil in political theory from Columbia University. While at Yale, Rabb sang with the Whiffenpoofs and performed in numerous productions, eventually finding himself in New York, where he continued to act and sing both Off-Broadway ('' Fermat's Last Tango''). and at Carnegie Hall with the New York City Pops. After leaving Columbia, Rabb began to write fiction. His first novel, ''The Overseer'', was published in 1998. This was followed in 2001 by the historical thriller, ''The Book of Q''. Rabb released the first novel of the Berlin trilogy, ''Rosa'', in 2005, followed in 2009 by ''Shadow and Light'' and ''The Second Son'' in 2011. Rabb has also publ ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |
Baritone
A baritone is a type of classical male singing voice whose vocal range lies between the bass and the tenor voice-types. The term originates from the Greek (), meaning "heavy sounding". Composers typically write music for this voice in the range from the second F below middle C to the F above middle C (i.e. F2–F4) in choral music, and from the second A below middle C to the A above middle C (A2 to A4) in operatic music, but the range can extend at either end. Subtypes of baritone include the baryton-Martin baritone (light baritone), lyric baritone, ''Kavalierbariton'', Verdi baritone, dramatic baritone, ''baryton-noble'' baritone, and the bass-baritone. History The first use of the term "baritone" emerged as ''baritonans'', late in the 15th century, usually in French sacred polyphonic music. At this early stage it was frequently used as the lowest of the voices (including the bass), but in 17th-century Italy the term was all-encompassing and used to describe the averag ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |
James Morgan (set Designer)
James Morgan (also known as Jim Morgan) is a prolific scenic designer who is also the Producing Artistic Director of the York Theatre Company. Biography and career Born in Naples, Florida, Morgan attended the University of Florida and graduated in 1974 with a Bachelor of Fine Arts in scenic design. Morgan arrived in in 1974. Through an introduction from his aunt and uncle, Morgan met with Janet Hayes Walker, producer of the fledgling York Theatre Company.David Barbour, "The Designer in Charge," ''Lighting & Sound America'' (September 2012), p. 91. Beginning with designing a poster for one of the York productions, Morgan graduated to becomin ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |
Citigroup Center
The Citigroup Center (formerly Citicorp Center and also known by its address, 601 Lexington Avenue) is an office skyscraper in the Midtown Manhattan neighborhood of New York City. Built in 1977 to house the headquarters of Citibank, it is tall and has 59 floors with of office space. The building was designed by architect Hugh Stubbins, associate architect Emery Roth & Sons, and structural engineer William LeMessurier. 601 Lexington Avenue takes up much of a city block bounded clockwise from west by Lexington Avenue, 54th Street, Third Avenue, and 53rd Street. The building has a 45° angled top with a base on four stilts, as well as a six-story office annex to the east. The tower overhangs St. Peter's Evangelical Lutheran Church at Lexington Avenue and 54th Street, a standalone granite structure designed simultaneously by Stubbins. Also at the base is a sunken plaza, a shopping concourse, and entrances to the church and the New York City Subway's Lexington Avenue/51st Stree ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |
St Peter's Lutheran Church Manhattan
ST, St, or St. may refer to: Arts and entertainment * Stanza, in poetry * Suicidal Tendencies, an American heavy metal/hardcore punk band * Star Trek, a science-fiction media franchise * Summa Theologica, a compendium of Catholic philosophy and theology by St. Thomas Aquinas * St or St., abbreviation of "State", especially in the name of a college or university Businesses and organizations Transportation * Germania (airline) (IATA airline designator ST) * Maharashtra State Road Transport Corporation, abbreviated as State Transport * Sound Transit, Central Puget Sound Regional Transit Authority, Washington state, US * Springfield Terminal Railway (Vermont) (railroad reporting mark ST) * Suffolk County Transit, or Suffolk Transit, the bus system serving Suffolk County, New York Other businesses and organizations * Statstjänstemannaförbundet, or Swedish Union of Civil Servants, a trade union * The Secret Team, an alleged covert alliance between the CIA and American indus ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |
Fernando Q
Fernando is a Spanish and Portuguese given name and a surname common in Spain, Portugal, Italy, France, Switzerland, former Spanish or Portuguese colonies in Latin America, Africa, the Philippines, India, and Sri Lanka. It is equivalent to the Germanic given name Ferdinand, with an original meaning of "adventurous, bold journey". First name * Fernando el Católico, king of Aragon A * Fernando Acevedo, Peruvian track and field athlete * Fernando Aceves Humana, Mexican painter * Fernando Alegría, Chilean poet and writer * Fernando Alonso, Spanish Formula One driver * Fernando Amorebieta, Venezuelan footballer * Fernando Amorsolo, Filipino painter * Fernando Antogna, Argentine track and road cyclist * Fernando de Araújo (other), multiple people B * Fernando Balzaretti (1946–1998), Mexican actor * Fernando Baudrit Solera, Costa Rican president of the supreme court * Fernando Botero, Colombian artist * Fernando Bujones, ballet dancer C * Fernando Cabrera (baseball ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |
Galois Representation
In mathematics, a Galois module is a ''G''-module, with ''G'' being the Galois group of some extension of fields. The term Galois representation is frequently used when the ''G''-module is a vector space over a field or a free module over a ring in representation theory, but can also be used as a synonym for ''G''-module. The study of Galois modules for extensions of local or global fields and their group cohomology is an important tool in number theory. Examples *Given a field ''K'', the multiplicative group (''Ks'')× of a separable closure of ''K'' is a Galois module for the absolute Galois group. Its second cohomology group is isomorphic to the Brauer group of ''K'' (by Hilbert's theorem 90, its first cohomology group is zero). *If ''X'' is a smooth proper scheme over a field ''K'' then the ℓ-adic cohomology groups of its geometric fibre are Galois modules for the absolute Galois group of ''K''. Ramification theory Let ''K'' be a valued field (with valuation denoted ''v'') ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |
