| $L_{\Ab}(\bKU)$ is not ultra-commutative | example | example 6.5 | arxiv |
| Finite groups | example | example C.8 | arxiv |
| The symmetric monoidal $\infty$-category of global spectra | definition | definition B.1 | arxiv |
| $RO(G)$-graded pre-Bott classes | definition | definition 5.11 | arxiv |
| Localization recognition | statement | theorem 1.17 | arxiv |
| Real-global pre-Bott class | definition | definition 7.4 | arxiv |
| 368YG75SA7 | statement | theorem C | arxiv |
| 3M0C8XCJG2 | statement | proposition B.12 | arxiv |
| 3ZBMTTQJ3V | statement | corollary 5.23 | arxiv |
| 4Y4BQ4N2H4 | definition | definition B.9 | arxiv |
| Underlying $G$-spectrum | definition | definition 7.2 | arxiv |
| 5SDHB84ZP0 | example | example 3.1 | arxiv |
| 65PM309DQT | statement | proposition 1.6 | arxiv |
| 6A2CDHT26C | example | example C.1 | arxiv |
| Abelian identity component | example | example C.9 | arxiv |
| 6JQA8C47E2 | statement | theorem 3.21 | arxiv |
| 7W4SAF2J5J | statement | theorem 6.1 | arxiv |
| 7YRV1F745V | example | example 3.17 | arxiv |
| 8DVNXBR08G | statement | theorem 4.5 | arxiv |
| 92QRBS6FZW | statement | lemma B.5 | arxiv |
| 95PMPDQCJE | definition | definition 3.18 | arxiv |
| Descending equivariant and geometric fixed point homotopy groups | definition | definition A.15 | arxiv |
| 9PJNEC1ERN | statement | theorem B.2 | arxiv |
| 9RQJGG44FT | statement | theorem B | arxiv |
| 9ZV8ZGV331 | definition | definition 5.4 | arxiv |
| Global localization | definition | definition 1.15 | arxiv |
| A9DJT7E25K | statement | corollary B.15 | arxiv |
| AB6M6PQEZ3 | statement | theorem 7.6 | arxiv |
| $\bKU_G$ as a telescopic localization | statement | theorem 5.16 | arxiv |
| $C$-global localization | definition | definition 7.3 | arxiv |
| ATXGH2TW2D | statement | theorem 3.22 | arxiv |
| $C$-global spectra | definition | definition 7.1 | arxiv |
| Ultra-commutative ring spectra | definition | definition B.22 | arxiv |
| Geometric fixed point homotopy groups | definition | definition A.12 | arxiv |
| Representation-graded power operations | definition | definition 1.19 | arxiv |
| BYN769DAKT | statement | theorem 4.6 | arxiv |
| CAYHXFXRTY | statement | proposition 1.10 | arxiv |
| CBBXT90CMQ | statement | proposition 3.19 | arxiv |
| CDNMNWX9YM | statement | proposition 1.21 | arxiv |
| CF2BX5Z9MS | statement | proposition 2.10 | arxiv |
| Geometric fixed point criterion | statement | theorem 1.18 | arxiv |
| D9GCK9XPXM | statement | proposition 2.16 | arxiv |
| DTVYH394MJ | definition | definition | arxiv |
| E15X0GF2VN | definition | definition 4.1 | arxiv |
| E8JB4VFMKG | definition | definition B.23 | arxiv |
| E8S53PT4HC | statement | theorem 3.12 | arxiv |
| The symmetric monoidal $\infty$-category of genuine $G$-spectra | definition | definition A.3 | arxiv |
| GHY6S6CAGF | statement | proposition C.4 | arxiv |
| H34A483Y3E | statement | theorem C.10 | arxiv |
| Localization in $\CAlg(\Sc p_G^\sm)$ | definition | definition 5.1 | arxiv |
| Representation-graded homotopy groups | definition | definition 1.1 | arxiv |
| JBMVMKHRJG | statement | theorem A | arxiv |
| KA90M5WH5V | statement | theorem B.25 | arxiv |
| KS8S98M7J8 | statement | theorem A.11 | arxiv |
| $RO(G)$-graded homotopy groups | definition | definition 5.8 | arxiv |
| MD0GQ8F4VA | statement | proposition 3.6 | arxiv |
| Inflation homomorphisms | definition | definition B.7 | arxiv |
| MHBPV19WMB | statement | theorem B.6 | arxiv |
| MK5R3C5EEW | statement | theorem B.17 | arxiv |
| Restriction homomorphisms | definition | definition 1.11 | arxiv |
| N7WWVGF2EP | statement | theorem 3.20 | arxiv |
| Incompatibility with power operations | example | example 2.17 | arxiv |
| Inflation | definition | definition A.8 | arxiv |
| Ultra-commutative localization by $b_1$ | statement | theorem 6.3 | arxiv |
| Multiplicativity of pre-Bott classes | statement | theorem 2.14 | arxiv |
| Telescopic localization | definition | definition 5.13 | arxiv |
| PR5GVQXHH4 | statement | proposition 7.5 | arxiv |
| Geometric fixed points | definition | definition A.4 | arxiv |
| Commutative global localization by $b_1$ | statement | theorem 6.2 | arxiv |
| S0RV1KFKEZ | statement | proposition 3.9 | arxiv |
| Monoidal localization | definition | definition A.1 | arxiv |
| The pre-Bott classes | definition | definition 2.4 | arxiv |
| T0CNJFBYZQ | statement | proposition C.5 | arxiv |
| T9KWNNHRNS | statement | theorem C.6 | arxiv |
| The global ultra-commutative monoid $\bP$ | definition | definition 2.1 | arxiv |
| Monomial structures | definition | definition 3.7 | arxiv |
| Invertibility | definition | definition 1.3 | arxiv |
| W5TS4V8G65 | statement | theorem 5.2 | arxiv |
| Inflation of monomial structures | example | example 3.10 | arxiv |
| Pre-Bott classes of unitary representations | definition | definition 2.13 | arxiv |
| Underlying $G$-spectrum | definition | definition B.3 | arxiv |
| X6R9NHBCXC | statement | theorem 1.23 | arxiv |
| X9DJDGN669 | example | example C.3 | arxiv |
| Transfer | definition | definition 3.4 | arxiv |
| XPPRCTFDK6 | statement | proposition 2.11 | arxiv |
| XX9J81TCFM | definition | definition B.16 | arxiv |
| YSV5VNXY9Q | statement | theorem 4.3 | arxiv |
| $\pi_\star^G(\bKU_G)$ as an $RO(G)$-graded localization | statement | theorem 5.17 | arxiv |
| Ultra-commutative localization | definition | definition 1.22 | arxiv |
| ZXC0J7N5K9 | statement | proposition 5.21 | arxiv |
| ZXN5ZRJKXA | statement | proposition 1.14 | arxiv |
| ZYBT4MFR5Q | statement | theorem C.2 | arxiv |
