PGL(2,C)-representations for LinkExteriors with 9 tetrahedra

 8 tetrahedra Overview 10 tetrahedra  


Manifold Non-zero dim.
components
PGL(2,C) PSL(2,R) SL(2,C) Non-zero volumes
8_8 0 12 0 0 0.353104042 0.715929849 1.482336254 3.013069397 4.249210305 7.801341224
8_10 0 11 1 0 0.741956408 2.418923160 2.584510445 4.697416241 8.651148558
8_11 0 13 1 0 1.231689474 2.310055423 3.478391925 4.145848644 8.286316817
8_13 0 14 0 0 0.470548443 0.628586025 1.404836730 2.191283268 3.628787160 5.071847360 8.531232201
9_7 0 14 2 0 0.852236799 1.519342024 1.986380547 3.264989549 4.882556721 8.014861457
9_8 0 15 1 0 1.108492786 1.549354330 1.736416194 1.759421044 3.256147043 5.684341319 8.192347962
9_9 0 15 3 0 0.159076156 1.649254506 1.812480717 4.117249992 5.453236424 8.016815565
9_10 0 16 2 0 1.530579575 3.393741197 4.400832516 8.773457282
9_11 0 16 2 0 0.489679918 1.529710593 2.283568509 2.576692007 3.124339786 6.071966188 8.288589042
9_35 0 17 1 2 1.415104897 3.163963228 7.940579247
9_45 0 13 1 0 0.999086043 1.382966210 2.363012787 2.522927816 3.303244069 8.602031166
10_5 0 15 1 0 0.215277503 1.242330058 1.445381172 1.840525268 4.244810897 6.298243604 7.373935134
10_6 0 18 2 0 0.474116593 0.965885181 2.318933164 2.544277505 2.993468588 3.249757867 6.448383215 8.390937606
10_9 0 18 2 0 0.273459980 0.564923601 1.027515427 3.197548989 3.660022778 4.388385653 6.647178488 8.294099675
10_20 0 17 1 0 0.926551800 1.195372865 1.569267928 2.289974231 2.504543885 3.387226073 6.122809647 8.317378718
10_46 0 17 5 0 0.944939941 2.150856766 2.408560833 3.077144277 5.690358075 7.716999809
10_133 0 15 3 3 0.804526008 1.030186432 1.325294817 2.828122088 4.395328981 7.798300232
10_134 0 14 2 0 0.090609764 1.411908570 2.458465441 2.695400842 4.249625312 8.392922508
10_136 0 11 1 0 1.665199521 2.568970600 7.746274546
10_141 0 15 5 2 1.318886381 5.131131522 7.936474229
10_152 0 9 3 0 8.536065347
11_141 0 14 2 0 0.137583218 1.194949198 2.366415644 2.504076020 4.657991098 8.275143802
11_147 0 12 2 4 1.039084817 3.663862376 3.927701766 7.349415996
11_179 0 18 0 6 0.349795469 0.408469012 0.798238875 1.568613471 2.029883212 2.718184216 3.227566078 4.858005301 8.070313358
11_188 0 18 0 4 0.559482277 0.701663790 1.002160320 1.415104897 1.530439750 1.844092329 3.163963228 5.417547123 8.061645950
11_225 0 19 1 6 0.964036470 2.828122088 3.033184142 3.453732558 7.776711512
11_262 0 18 0 4 0.902562355 1.464974674 2.828122088 3.037871164 7.803494495
11_333 0 20 4 5 0.819011317 1.524275538 1.719328767 2.197552926 3.603945023 8.882564241
11_353 0 18 2 8 0.489630891 0.990373189 1.042256407 2.932670922 3.109282136 3.776091083 4.268447113 8.039875596
11_549 0 18 4 0 0.099203096 1.323203636 1.864741271 2.402913185 4.950763892 6.585933058 7.440012119
8^2_5 0 12 2 6 0.690244740 1.972411763 2.864997316 4.592125697 7.894594487
8^2_11 0 7 1 0 0.423627105 4.749499981 8.793345603
9^2_3 0 14 2 7 0.878813515 2.029883212 3.148966534 5.137941201 8.085586605
9^2_5 0 13 1 5 0.207093262 1.851321863 2.435520694 4.215530907 5.595691866 8.051684058
9^2_52 0 11 3 6 1.694282810 2.213968761 3.331744231 8.209021220
9^2_57 0 4 0 0 3.276320849 8.355502146
10^2_2 0 10 0 2 2.082479038 2.895473505 3.663862376 8.140719221
10^2_4 0 6 0 0 2.082479038 2.895473505 8.140719221
10^2_23 0 6 2 0 3.276320849 8.355502146
10^2_72 0 13 1 7 0.089913585 0.881719439 2.409199760 3.356692845 3.982225506 8.355884353
10^2_87 0 13 1 5 0.806127061 2.029883212 2.225687040 2.270424126 3.296902414 8.174138134
10^2_108 0 5 1 0 8.929317823
10^2_118 0 7 1 0 0.423627105 4.749499981 8.793345603
10^2_139 0 2 0 0 3.663862376
10^2_180 0 18 4 9 0.247880280 0.425454113 2.889981705 3.489783356 4.336700832 6.561903034 8.274775284
10^2_182 0 15 3 7 0.937194680 1.039084817 1.806295909 3.927701766 6.182924690 7.349415996
8^3_2 0 7 1 0 0.423627105 4.749499981 8.793345603
9^3_15 0 4 0 0 3.276320849 8.355502146
9^3_21 0 0 0 0
10^3_12 0 5 1 0 8.929317823
10^3_16 0 5 1 0 8.929317823
10^3_59 0 7 1 0 0.423627105 4.749499981 8.793345603
10^3_71 0 0 0 0
10^4_23 1-dimensional: 1
5 1 0 5.333489566 8.929317823