Matches in SemOpenAlex for { <https://semopenalex.org/work/W4319002077> ?p ?o ?g. }
- W4319002077 abstract "There are various no-go theorems that tightly constrain the existence of local higher-spin theories with non-trivial S-matrix in flat space. Due to the existence of higher-spin Yang-Mills theory with non-trivial scattering amplitudes, it makes sense to revisit Weinberg's soft theorem - a direct consequence of the Lorentz invariance of the S-matrix that does not take advantage of unitarity and parity invariance. By working with the chiral representation - a representation originated from twistor theory, we show that Weinberg's soft theorem can be evaded and non-trivial higher-spin S-matrix is possible. In particular, we show that Weinberg's soft theorem is more closely related to the number of derivatives in the interactions rather than spins. We also observe that all constraints imposed by gauge invariance of the S-matrix are accompanied by polynomials in the soft momentum of the emitted particle where the zeroth order in the soft momentum is charge conservation law." @default.
- W4319002077 created "2023-02-03" @default.
- W4319002077 creator A5020567620 @default.
- W4319002077 date "2023-02-01" @default.
- W4319002077 modified "2023-09-25" @default.
- W4319002077 title "Constraining higher-spin S-matrices" @default.
- W4319002077 cites W1540440128 @default.
- W4319002077 cites W1546577610 @default.
- W4319002077 cites W1749712644 @default.
- W4319002077 cites W1785466636 @default.
- W4319002077 cites W1811565114 @default.
- W4319002077 cites W1929723316 @default.
- W4319002077 cites W1966837943 @default.
- W4319002077 cites W1973814875 @default.
- W4319002077 cites W1974223699 @default.
- W4319002077 cites W1977184330 @default.
- W4319002077 cites W1983739154 @default.
- W4319002077 cites W1984382776 @default.
- W4319002077 cites W1984391023 @default.
- W4319002077 cites W1990573813 @default.
- W4319002077 cites W2005104809 @default.
- W4319002077 cites W2005984500 @default.
- W4319002077 cites W2012147814 @default.
- W4319002077 cites W2016370057 @default.
- W4319002077 cites W2019838560 @default.
- W4319002077 cites W2039687190 @default.
- W4319002077 cites W2045633952 @default.
- W4319002077 cites W2046512107 @default.
- W4319002077 cites W2048927384 @default.
- W4319002077 cites W2053252607 @default.
- W4319002077 cites W2060944292 @default.
- W4319002077 cites W2068302513 @default.
- W4319002077 cites W2073894620 @default.
- W4319002077 cites W2080710437 @default.
- W4319002077 cites W2092254751 @default.
- W4319002077 cites W2093663612 @default.
- W4319002077 cites W2124992947 @default.
- W4319002077 cites W2128233898 @default.
- W4319002077 cites W2137073937 @default.
- W4319002077 cites W2142588662 @default.
- W4319002077 cites W2144507348 @default.
- W4319002077 cites W2150148365 @default.
- W4319002077 cites W2161066705 @default.
- W4319002077 cites W2171842910 @default.
- W4319002077 cites W2228257988 @default.
- W4319002077 cites W2403917030 @default.
- W4319002077 cites W2490319659 @default.
- W4319002077 cites W2521967561 @default.
- W4319002077 cites W2557205520 @default.
- W4319002077 cites W2582703134 @default.
- W4319002077 cites W2612159061 @default.
- W4319002077 cites W2763450149 @default.
- W4319002077 cites W2798511064 @default.
- W4319002077 cites W2808240686 @default.
- W4319002077 cites W2883865564 @default.
- W4319002077 cites W2884767392 @default.
- W4319002077 cites W2898019331 @default.
- W4319002077 cites W2902808800 @default.
- W4319002077 cites W2946377985 @default.
- W4319002077 cites W2973206800 @default.
- W4319002077 cites W3007097740 @default.
- W4319002077 cites W3024803126 @default.
- W4319002077 cites W3099371662 @default.
- W4319002077 cites W3100253727 @default.
- W4319002077 cites W3100631295 @default.
- W4319002077 cites W3101546934 @default.
- W4319002077 cites W3101659956 @default.
- W4319002077 cites W3102302464 @default.
- W4319002077 cites W3103919950 @default.
- W4319002077 cites W3104036592 @default.
- W4319002077 cites W3104541799 @default.
- W4319002077 cites W3105338502 @default.
- W4319002077 cites W3105744581 @default.
- W4319002077 cites W3121363077 @default.
- W4319002077 cites W3142567759 @default.
- W4319002077 cites W3195231966 @default.
- W4319002077 cites W3211569889 @default.
- W4319002077 cites W4226068574 @default.
- W4319002077 cites W4237635599 @default.
- W4319002077 cites W4238980963 @default.
- W4319002077 cites W4283066779 @default.
- W4319002077 cites W4296466611 @default.
- W4319002077 cites W4302009712 @default.
- W4319002077 cites W4307507002 @default.
- W4319002077 cites W4310218119 @default.
- W4319002077 cites W4310670144 @default.
- W4319002077 cites W4311179313 @default.
- W4319002077 cites W4312212880 @default.
- W4319002077 cites W4315796743 @default.
- W4319002077 cites W4317107771 @default.
- W4319002077 cites W4317401819 @default.
- W4319002077 cites W4318971976 @default.
- W4319002077 doi "https://doi.org/10.1007/jhep02(2023)001" @default.
- W4319002077 hasPublicationYear "2023" @default.
- W4319002077 type Work @default.
- W4319002077 citedByCount "2" @default.
- W4319002077 countsByYear W43190020772023 @default.
- W4319002077 crossrefType "journal-article" @default.
- W4319002077 hasAuthorship W4319002077A5020567620 @default.
- W4319002077 hasBestOaLocation W43190020771 @default.