FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W3101248467> ?p ?o ?g. }

• W3101248467 abstract "String theory has the T-duality symmetry when the target space has Abelian isometries. A generalization of the T-duality, where the isometry group is non-Abelian, is known as the non-Abelian T-duality, which works well as a solution-generating technique in supergravity. In this paper, we describe the non-Abelian T-duality as a kind of O(D,D) transformation when the isometry group acts without isotropy. We then provide a duality transformation rule for the Ramond-Ramond fields by using the technique of double field theory (DFT). We also study a more general class of solution-generating technique, the Poisson-Lie (PL) T-duality or T-plurality. We describe the PL T-plurality as an O(n,n) transformation and clearly show the covariance of the DFT equations of motion by using the gauged DFT. We further discuss the PL T-plurality with spectator fields, and study an application to the AdS$_5times$S$^5$ solution. The dilaton puzzle known in the context of the PL T-plurality is resolved with the help of DFT." @default.
• W3101248467 created "2020-11-23" @default.
• W3101248467 creator A5031528811 @default.
• W3101248467 date "2019-07-01" @default.
• W3101248467 modified "2023-09-30" @default.
• W3101248467 title "Type II DFT solutions from Poisson–Lie $T$-duality/plurality" @default.
• W3101248467 cites W1509054443 @default.
• W3101248467 cites W1542421541 @default.
• W3101248467 cites W1567035398 @default.
• W3101248467 cites W1606680913 @default.
• W3101248467 cites W1790845312 @default.
• W3101248467 cites W1965016305 @default.
• W3101248467 cites W1965473932 @default.
• W3101248467 cites W1966744282 @default.
• W3101248467 cites W1967998606 @default.
• W3101248467 cites W1971693949 @default.
• W3101248467 cites W1973074910 @default.
• W3101248467 cites W1973384954 @default.
• W3101248467 cites W1974895859 @default.
• W3101248467 cites W1977878321 @default.
• W3101248467 cites W1979095645 @default.
• W3101248467 cites W1979502187 @default.
• W3101248467 cites W1980037474 @default.
• W3101248467 cites W1982266239 @default.
• W3101248467 cites W1983439477 @default.
• W3101248467 cites W1983781061 @default.
• W3101248467 cites W1985870518 @default.
• W3101248467 cites W1986222301 @default.
• W3101248467 cites W1986510615 @default.
• W3101248467 cites W1987398182 @default.
• W3101248467 cites W1993741591 @default.
• W3101248467 cites W1997803989 @default.
• W3101248467 cites W2001355832 @default.
• W3101248467 cites W2002040440 @default.
• W3101248467 cites W2008106919 @default.
• W3101248467 cites W2012914651 @default.
• W3101248467 cites W2013715957 @default.
• W3101248467 cites W2014753573 @default.
• W3101248467 cites W2015207503 @default.
• W3101248467 cites W2016121185 @default.
• W3101248467 cites W2016996004 @default.
• W3101248467 cites W2018509458 @default.
• W3101248467 cites W2021750487 @default.
• W3101248467 cites W2022807086 @default.
• W3101248467 cites W2022844045 @default.
• W3101248467 cites W2024837716 @default.
• W3101248467 cites W2027185653 @default.
• W3101248467 cites W2027366464 @default.
• W3101248467 cites W2027382212 @default.
• W3101248467 cites W2031060012 @default.
• W3101248467 cites W2035209433 @default.
• W3101248467 cites W2035546253 @default.
• W3101248467 cites W2037969515 @default.
• W3101248467 cites W2042325865 @default.
• W3101248467 cites W2048063417 @default.
• W3101248467 cites W2048882700 @default.
• W3101248467 cites W2050534218 @default.
• W3101248467 cites W2051649889 @default.
• W3101248467 cites W2052739257 @default.
• W3101248467 cites W2052907574 @default.
• W3101248467 cites W2055579803 @default.
• W3101248467 cites W2058652168 @default.
• W3101248467 cites W2059448587 @default.
• W3101248467 cites W2061323953 @default.
• W3101248467 cites W2064007947 @default.
• W3101248467 cites W2064981104 @default.
• W3101248467 cites W2070660838 @default.
• W3101248467 cites W2077114921 @default.
• W3101248467 cites W2077589679 @default.
• W3101248467 cites W2079067219 @default.
• W3101248467 cites W2081307710 @default.
• W3101248467 cites W2081681426 @default.
• W3101248467 cites W2083394167 @default.
• W3101248467 cites W2086560785 @default.
• W3101248467 cites W2090208731 @default.
• W3101248467 cites W2091024355 @default.
• W3101248467 cites W2091442414 @default.
• W3101248467 cites W2093543569 @default.
• W3101248467 cites W2095255064 @default.
• W3101248467 cites W2095752533 @default.
• W3101248467 cites W2098956145 @default.
• W3101248467 cites W2099099553 @default.
• W3101248467 cites W2102829297 @default.
• W3101248467 cites W2105571012 @default.
• W3101248467 cites W2106518743 @default.
• W3101248467 cites W2109883032 @default.
• W3101248467 cites W2114821910 @default.
• W3101248467 cites W2115622871 @default.
• W3101248467 cites W2126193490 @default.
• W3101248467 cites W2127008059 @default.
• W3101248467 cites W2129061641 @default.
• W3101248467 cites W2134647912 @default.
• W3101248467 cites W2136401995 @default.
• W3101248467 cites W2139445332 @default.
• W3101248467 cites W2142835775 @default.
• W3101248467 cites W2145252593 @default.
• W3101248467 cites W2153897140 @default.
• W3101248467 cites W2154048712 @default.
• W3101248467 cites W2163909615 @default.
• W3101248467 cites W2173439633 @default.

• next