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- W3134903643 abstract "In the quest for mathematical foundations of M-theory, the Hypothesis H that fluxes are quantized in Cohomotopy theory, implies, on flat but possibly singular spacetimes, that M-brane charges locally organize into equivariant homotopy groups of spheres. Here we show how this leads to a correspondence between phenomena conjectured in M-theory and fundamental mathematical concepts/results in stable homotopy, generalized cohomology and Cobordism theory Mf: Stems of homotopy groups correspond to charges of probe p-branes near black b-branes; stabilization within a stem is the boundary-bulk transition; the Adams d-invariant measures G4-flux; trivialization of the d-invariant corresponds to H3-flux; refined Toda brackets measure H3-flux; the refined Adams e-invariant sees the H3-charge lattice; vanishing Adams e-invariant implies consistent global C3-fields; Conner-Floyd's e-invariant is H3-flux seen in the Green-Schwarz mechanism; the Hopf invariant is the M2-brane Page charge (G7-flux); the Pontrjagin-Thom theorem associates the polarized brane worldvolumes sourcing all these charges. Cobordism in the third stable stem witnesses spontaneous KK-compactification on K3-surfaces; the order of the third stable stem implies 24 NS5/D7-branes in M/F-theory on K3. Quaternionic orientations correspond to unit H3-fluxes near M2-branes; complex orientations lift these unit H3-fluxes to heterotic M-theory with heterotic line bundles. In fact, we find quaternionic/complex Ravenel-orientations bounded in dimension; and we find the bound to be 10, as befits spacetime dimension 10+1." @default.
- W3134903643 created "2021-03-15" @default.
- W3134903643 creator A5035762576 @default.
- W3134903643 creator A5090328083 @default.
- W3134903643 date "2021-03-03" @default.
- W3134903643 modified "2023-09-27" @default.
- W3134903643 title "M/F-Theory as $Mf$-Theory" @default.
- W3134903643 cites W107162735 @default.
- W3134903643 cites W1486044528 @default.
- W3134903643 cites W1491547817 @default.
- W3134903643 cites W1506129271 @default.
- W3134903643 cites W1521162853 @default.
- W3134903643 cites W1526176120 @default.
- W3134903643 cites W1531784435 @default.
- W3134903643 cites W1550394161 @default.
- W3134903643 cites W1551592608 @default.
- W3134903643 cites W1573436879 @default.
- W3134903643 cites W1584027141 @default.
- W3134903643 cites W1597501008 @default.
- W3134903643 cites W1599512085 @default.
- W3134903643 cites W1607948671 @default.
- W3134903643 cites W1645544174 @default.
- W3134903643 cites W1668604913 @default.
- W3134903643 cites W1680171265 @default.
- W3134903643 cites W1718615114 @default.
- W3134903643 cites W1839514714 @default.
- W3134903643 cites W1868353458 @default.
- W3134903643 cites W1884982913 @default.
- W3134903643 cites W1942946891 @default.
- W3134903643 cites W1947152296 @default.
- W3134903643 cites W1963955123 @default.
- W3134903643 cites W1967321270 @default.
- W3134903643 cites W1970108366 @default.
- W3134903643 cites W1973821182 @default.
- W3134903643 cites W1974096833 @default.
- W3134903643 cites W1974366566 @default.
- W3134903643 cites W1976759211 @default.
- W3134903643 cites W1980065889 @default.
- W3134903643 cites W1983356682 @default.
- W3134903643 cites W1984373628 @default.
- W3134903643 cites W1987760861 @default.
- W3134903643 cites W1989427081 @default.
- W3134903643 cites W1991912816 @default.
- W3134903643 cites W1991931413 @default.
- W3134903643 cites W1992831671 @default.
- W3134903643 cites W1994337126 @default.
- W3134903643 cites W1996483244 @default.
- W3134903643 cites W2002387953 @default.
- W3134903643 cites W2003075515 @default.
- W3134903643 cites W2008179790 @default.
- W3134903643 cites W2008797769 @default.
- W3134903643 cites W2010946925 @default.
- W3134903643 cites W2012997603 @default.
- W3134903643 cites W2016061360 @default.
- W3134903643 cites W2017253834 @default.
- W3134903643 cites W201897830 @default.
- W3134903643 cites W2019551566 @default.
- W3134903643 cites W2025310445 @default.
- W3134903643 cites W2025910816 @default.
- W3134903643 cites W2029012749 @default.
- W3134903643 cites W2033999657 @default.
- W3134903643 cites W2040104647 @default.
- W3134903643 cites W2041042752 @default.
- W3134903643 cites W2051676073 @default.
- W3134903643 cites W2052054100 @default.
- W3134903643 cites W2052550771 @default.
- W3134903643 cites W2053170335 @default.
- W3134903643 cites W2059033833 @default.
- W3134903643 cites W2064777800 @default.
- W3134903643 cites W2066226858 @default.
- W3134903643 cites W2067227212 @default.
- W3134903643 cites W2071196613 @default.
- W3134903643 cites W2071547376 @default.
- W3134903643 cites W2076313442 @default.
- W3134903643 cites W2084271617 @default.
- W3134903643 cites W2085541615 @default.
- W3134903643 cites W2089136250 @default.
- W3134903643 cites W2089533509 @default.
- W3134903643 cites W2093093869 @default.
- W3134903643 cites W2094346003 @default.
- W3134903643 cites W2098216363 @default.
- W3134903643 cites W2099665514 @default.
- W3134903643 cites W2100970008 @default.
- W3134903643 cites W2101052870 @default.
- W3134903643 cites W2102380794 @default.
- W3134903643 cites W2107346888 @default.
- W3134903643 cites W2107557404 @default.
- W3134903643 cites W2126195205 @default.
- W3134903643 cites W2129539457 @default.
- W3134903643 cites W2131290932 @default.
- W3134903643 cites W2139563615 @default.
- W3134903643 cites W2140105615 @default.
- W3134903643 cites W2140474647 @default.
- W3134903643 cites W2140945258 @default.
- W3134903643 cites W2141554589 @default.
- W3134903643 cites W2145445240 @default.
- W3134903643 cites W2147842527 @default.
- W3134903643 cites W2150555209 @default.
- W3134903643 cites W2160658670 @default.
- W3134903643 cites W2165643942 @default.