Matches in SemOpenAlex for { <https://semopenalex.org/work/W2128605342> ?p ?o ?g. }
- W2128605342 endingPage "94" @default.
- W2128605342 startingPage "45" @default.
- W2128605342 abstract "We give a short introduction to the theory of twisted Alexander polynomials of a 3-manifold associated to a representation of its fundamental group. We summarize their formal properties and we explain their relationship to twisted Reidemeister torsion. We then give a survey of the many applications of twisted invariants to the study of topological problems. We conclude with a short summary of the theory of higher order Alexander polynomials." @default.
- W2128605342 created "2016-06-24" @default.
- W2128605342 creator A5080555535 @default.
- W2128605342 creator A5089227212 @default.
- W2128605342 date "2011-01-01" @default.
- W2128605342 modified "2023-10-03" @default.
- W2128605342 title "A Survey of Twisted Alexander Polynomials" @default.
- W2128605342 cites W137571815 @default.
- W2128605342 cites W1515163411 @default.
- W2128605342 cites W1549584576 @default.
- W2128605342 cites W1592565003 @default.
- W2128605342 cites W1598639929 @default.
- W2128605342 cites W177914055 @default.
- W2128605342 cites W1826476301 @default.
- W2128605342 cites W1829642550 @default.
- W2128605342 cites W1964511257 @default.
- W2128605342 cites W1967026215 @default.
- W2128605342 cites W1967177292 @default.
- W2128605342 cites W1971826367 @default.
- W2128605342 cites W1973366903 @default.
- W2128605342 cites W1973408701 @default.
- W2128605342 cites W1974269703 @default.
- W2128605342 cites W1975038719 @default.
- W2128605342 cites W1975537778 @default.
- W2128605342 cites W1977904090 @default.
- W2128605342 cites W1979057472 @default.
- W2128605342 cites W1981053202 @default.
- W2128605342 cites W1981267215 @default.
- W2128605342 cites W1982056971 @default.
- W2128605342 cites W1983365813 @default.
- W2128605342 cites W1986786890 @default.
- W2128605342 cites W1987773667 @default.
- W2128605342 cites W1987774020 @default.
- W2128605342 cites W1988662088 @default.
- W2128605342 cites W1989681934 @default.
- W2128605342 cites W1990948997 @default.
- W2128605342 cites W2004748497 @default.
- W2128605342 cites W2009016180 @default.
- W2128605342 cites W2014519768 @default.
- W2128605342 cites W2014754150 @default.
- W2128605342 cites W2015076968 @default.
- W2128605342 cites W2019351665 @default.
- W2128605342 cites W2020860587 @default.
- W2128605342 cites W2021958075 @default.
- W2128605342 cites W2022052624 @default.
- W2128605342 cites W2024275623 @default.
- W2128605342 cites W2029798698 @default.
- W2128605342 cites W2031481677 @default.
- W2128605342 cites W2034627840 @default.
- W2128605342 cites W2037522071 @default.
- W2128605342 cites W2040859105 @default.
- W2128605342 cites W2044720368 @default.
- W2128605342 cites W2045250307 @default.
- W2128605342 cites W2045341013 @default.
- W2128605342 cites W2046860327 @default.
- W2128605342 cites W2047051623 @default.
- W2128605342 cites W2050748831 @default.
- W2128605342 cites W2052526078 @default.
- W2128605342 cites W2053383972 @default.
- W2128605342 cites W2053881672 @default.
- W2128605342 cites W2055607479 @default.
- W2128605342 cites W2059536492 @default.
- W2128605342 cites W2061978517 @default.
- W2128605342 cites W2062400709 @default.
- W2128605342 cites W2070540385 @default.
- W2128605342 cites W2072112689 @default.
- W2128605342 cites W2072531599 @default.
- W2128605342 cites W2073083443 @default.
- W2128605342 cites W2073349031 @default.
- W2128605342 cites W2076608701 @default.
- W2128605342 cites W2077319356 @default.
- W2128605342 cites W2080972227 @default.
- W2128605342 cites W2082999957 @default.
- W2128605342 cites W2087573077 @default.
- W2128605342 cites W2089879290 @default.
- W2128605342 cites W2092502616 @default.
- W2128605342 cites W2093543065 @default.
- W2128605342 cites W2094111712 @default.
- W2128605342 cites W2100967585 @default.
- W2128605342 cites W2102589848 @default.
- W2128605342 cites W2107560801 @default.
- W2128605342 cites W2108077954 @default.
- W2128605342 cites W2114308157 @default.
- W2128605342 cites W2119440401 @default.
- W2128605342 cites W2122877541 @default.
- W2128605342 cites W2123003189 @default.
- W2128605342 cites W2127734341 @default.
- W2128605342 cites W2137458091 @default.
- W2128605342 cites W2142419701 @default.
- W2128605342 cites W2145017357 @default.
- W2128605342 cites W2151487815 @default.
- W2128605342 cites W2155850681 @default.
- W2128605342 cites W2160522278 @default.
- W2128605342 cites W2163352537 @default.
- W2128605342 cites W2164815243 @default.
- W2128605342 cites W2166743747 @default.
- W2128605342 cites W2171889556 @default.
- W2128605342 cites W2259796860 @default.