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- W2171668812 abstract "We study an implication of p−q duality (spectral duality or T-duality) on nonperturbative completion of (p,q) minimal string theory. According to the EynardOrantin topological recursion, spectral p−q duality was already checked for all-order perturbative analysis including instanton/soliton amplitudes. Non-perturbative realization of this duality, on the other hand, causes a new fundamental issue. In fact, we find that not all the non-perturbative completions are consistent with nonperturbative p − q duality; Non-perturbative duality rather provides a constraint on non-perturbative contour ambiguity (equivalently, of D-instanton fugacity) in matrix models. In particular, it prohibits some of meta-stability caused by ghost D-instantons, since there is no non-perturbative realization on the dual side in the matrix-model description. Our result is the first quantitative observation that a missing piece of our understanding in non-perturbative string theory is provided by the principle of non-perturbative string duality. To this end, we study Stokes phenomena of (p,q) minimal strings with spectral networks and improve the DeiftZhou’s method to describe meta-stable vacua. By analyzing the instanton profile on spectral networks, we argue the duality constraints on string theory." @default.
- W2171668812 created "2016-06-24" @default.
- W2171668812 creator A5031529009 @default.
- W2171668812 creator A5042462090 @default.
- W2171668812 creator A5044507769 @default.
- W2171668812 date "2013-08-29" @default.
- W2171668812 modified "2023-09-27" @default.
- W2171668812 title "Duality Constraints on String Theory: Instantons and spectral networks" @default.
- W2171668812 cites W102382135 @default.
- W2171668812 cites W130157168 @default.
- W2171668812 cites W1451104134 @default.
- W2171668812 cites W1487743469 @default.
- W2171668812 cites W1492077567 @default.
- W2171668812 cites W1496554474 @default.
- W2171668812 cites W1512385898 @default.
- W2171668812 cites W1520510487 @default.
- W2171668812 cites W1524762130 @default.
- W2171668812 cites W1570203041 @default.
- W2171668812 cites W1581891845 @default.
- W2171668812 cites W1590857171 @default.
- W2171668812 cites W1820385803 @default.
- W2171668812 cites W1827379449 @default.
- W2171668812 cites W1831711558 @default.
- W2171668812 cites W1861579475 @default.
- W2171668812 cites W1902690352 @default.
- W2171668812 cites W1970183198 @default.
- W2171668812 cites W1970193727 @default.
- W2171668812 cites W1971357369 @default.
- W2171668812 cites W1975978384 @default.
- W2171668812 cites W1979840392 @default.
- W2171668812 cites W1984867083 @default.
- W2171668812 cites W1993079947 @default.
- W2171668812 cites W1993837023 @default.
- W2171668812 cites W1995551721 @default.
- W2171668812 cites W1998795487 @default.
- W2171668812 cites W1999346823 @default.
- W2171668812 cites W2002286165 @default.
- W2171668812 cites W2004790699 @default.
- W2171668812 cites W2010057526 @default.
- W2171668812 cites W2012657368 @default.
- W2171668812 cites W2013255184 @default.
- W2171668812 cites W2013798307 @default.
- W2171668812 cites W2014327939 @default.
- W2171668812 cites W2018211673 @default.
- W2171668812 cites W2027932157 @default.
- W2171668812 cites W2028402761 @default.
- W2171668812 cites W2028559700 @default.
- W2171668812 cites W2032746353 @default.
- W2171668812 cites W2041185685 @default.
- W2171668812 cites W2043470228 @default.
- W2171668812 cites W2046827495 @default.
- W2171668812 cites W2047818779 @default.
- W2171668812 cites W2050188807 @default.
- W2171668812 cites W2056842542 @default.
- W2171668812 cites W2058978585 @default.
- W2171668812 cites W2060819023 @default.
- W2171668812 cites W2060987607 @default.
- W2171668812 cites W2061017685 @default.
- W2171668812 cites W2062438890 @default.
- W2171668812 cites W2062565740 @default.
- W2171668812 cites W2065225855 @default.
- W2171668812 cites W2067401454 @default.
- W2171668812 cites W2070367795 @default.
- W2171668812 cites W2070631711 @default.
- W2171668812 cites W2071399937 @default.
- W2171668812 cites W2077660541 @default.
- W2171668812 cites W2088380268 @default.
- W2171668812 cites W2090948935 @default.
- W2171668812 cites W2091352908 @default.
- W2171668812 cites W2091912600 @default.
- W2171668812 cites W2095752533 @default.
- W2171668812 cites W2097210109 @default.
- W2171668812 cites W2107702031 @default.
- W2171668812 cites W2134619340 @default.
- W2171668812 cites W2138554348 @default.
- W2171668812 cites W2144266129 @default.
- W2171668812 cites W2144809020 @default.
- W2171668812 cites W2161134939 @default.
- W2171668812 cites W2162036341 @default.
- W2171668812 cites W2163104504 @default.
- W2171668812 cites W2164592950 @default.
- W2171668812 cites W2166726029 @default.
- W2171668812 cites W2167485863 @default.
- W2171668812 cites W2171240654 @default.
- W2171668812 cites W2225144138 @default.
- W2171668812 cites W2577281216 @default.
- W2171668812 cites W2600108487 @default.
- W2171668812 cites W2949515944 @default.
- W2171668812 cites W2950146930 @default.
- W2171668812 cites W2951318524 @default.
- W2171668812 cites W2952967914 @default.
- W2171668812 cites W2962800597 @default.
- W2171668812 cites W3037331373 @default.
- W2171668812 cites W3097975474 @default.
- W2171668812 cites W3101476144 @default.
- W2171668812 cites W3102323602 @default.
- W2171668812 cites W3103880953 @default.
- W2171668812 cites W3103969417 @default.
- W2171668812 cites W3104174378 @default.
- W2171668812 cites W3104962977 @default.