D80 · bukti dan penyelarasan pengajar
Teori Kategori dan Metode Homologis
Tampilan ini memakai 148 identitas unit dan rute yang sama dengan hub pembelajar, sambil mempertahankan status pemilik, provenans, dan batas bukti.
Pemisahan status
146 baris native mempertahankan status pemilik apa adanya: 51 translated_built_qa_passed dan 95 translated_backend_indexed. Status rilis terormalisasi complete_owner_reconciled adalah bidang terpisah yang dibuktikan oleh rekonsiliasi 146 unit; ia tidak menulis ulang ledger native. Dua jembatan adalah materi instruksional mandiri, bukan teks sumber Wen-Wei Li.
Presisi, istilah, koreksi
Ledger segmen dirujuk tanpa disalin: 4,611 rekaman memiliki rentang sumber eksak; 1,736 hanya memiliki presisi unit_slice. Jangan menyamakannya.
- math.homological.cup_product: backend “hasil kali cawan”; kontrol “hasil kali cup” — keduanya dipertahankan tanpa override adapter.
- math.set_theory.regular_small_cardinal: backend “kardinal kecil reguler”; kontrol “kardinal kecil regular” — keduanya dipertahankan tanpa override adapter.
Koreksi: 71 accepted_disclosed, satu accepted_recorded (O014-C037), dan O014-O001 tetap observed_not_modified_pending_consolidated_review.
Penilaian dan aksesibilitas
Sumber memiliki 194 latihan dan 117 petunjuk, tanpa jawaban atau solusi. Hanya dua jembatan mandiri yang menyumbang 16 latihan dan 16 solusi terpetakan. Pembaca tidak memiliki MathML native; tidak ada klaim WCAG, PDF bertag, ToUnicode lengkap, atau uji teknologi bantu pengguna.
Keselarasan 148 unit
| No. | ID stabil | Tipe | Judul | Status pemilik | Lokator sumber | Target | Rute |
|---|---|---|---|---|---|---|---|
| 001 | o014.aljabr2.prelude.linear-algebra | translated_source_unit | Pendahuluan - Apakah Aljabar Linear Itu? | translated_built_qa_passed | prelude.tex:9-29 | source/id-ID/prelude-unit-001.tex | baca |
| 002 | o014.aljabr2.prelude.homology-history | translated_source_unit | Sejarah Singkat Homologi | translated_built_qa_passed | prelude.tex:30-103 | source/id-ID/prelude-unit-002.tex | baca |
| 003 | o014.aljabr2.prelude.book-purpose | translated_source_unit | Tujuan Buku Ini | translated_built_qa_passed | prelude.tex:104-126 | source/id-ID/prelude-unit-003.tex | baca |
| 004 | o014.aljabr2.prelude.reader-guide | translated_source_unit | Panduan Penggunaan | translated_built_qa_passed | prelude.tex:127-153 | source/id-ID/prelude-unit-004.tex | baca |
| 005 | o014.aljabr2.prelude.structure-overview | translated_source_unit | Ikhtisar Struktur | translated_built_qa_passed | prelude.tex:154-183 | source/id-ID/prelude-unit-005.tex | baca |
| 006 | o014.aljabr2.prelude.acknowledgments | translated_source_unit | Ucapan Terima Kasih | translated_built_qa_passed | prelude.tex:185-205 | source/id-ID/prelude-unit-006.tex | baca |
| 007 | o014.aljabr2.prelude.conventions | translated_source_unit | Konvensi | translated_built_qa_passed | prelude.tex:207-495 | source/id-ID/prelude-unit-007.tex | baca |
| 008 | o014.aljabr2.chapter1.overview | translated_source_unit | Pelengkap Teori Kategori | translated_built_qa_passed | chapter1.tex:9-31 | source/id-ID/chapter1-unit-008.tex | baca |
| 009 | o014.aljabr2.chapter1.subquotients | translated_source_unit | Subkuosien | translated_built_qa_passed | chapter1.tex:33-139 | source/id-ID/chapter1-unit-009.tex | baca |
| 010 | o014.aljabr2.chapter1.images-coimages-strict | translated_source_unit | Citra, Kocitra, dan Morfisme Ketat | translated_built_qa_passed | chapter1.tex:140-266 | source/id-ID/chapter1-unit-010.tex | baca |
| 011 | o014.aljabr2.chapter1.additive-categories-kernels-cokernels | translated_source_unit | Kategori Aditif: Kernel dan Kokernel | translated_built_qa_passed | chapter1.tex:267-567 | source/id-ID/chapter1-unit-011.tex | baca |
| 012 | o014.aljabr2.chapter1.linear-categories-over-commutative-rings | translated_source_unit | Perumuman: Kategori Linear atas Gelanggang Komutatif | translated_built_qa_passed | chapter1.tex:568-629 | source/id-ID/chapter1-unit-012.tex | baca |
| 013 | o014.aljabr2.chapter1.limits-through-functors | translated_source_unit | Meninjau Limit melalui Funktor | translated_built_qa_passed | chapter1.tex:630-762 | source/id-ID/chapter1-unit-013.tex | baca |
| 014 | o014.aljabr2.chapter1.filtered-inductive-limits | translated_source_unit | Limit Induktif Terfilter | translated_built_qa_passed | chapter1.tex:763-925 | source/id-ID/chapter1-unit-014.tex | baca |
| 015 | o014.aljabr2.chapter1.kan-extensions | translated_source_unit | Ekstensi Kan | translated_built_qa_passed | chapter1.tex:926-1140 | source/id-ID/chapter1-unit-015.tex | baca |
| 016 | o014.aljabr2.chapter1.kan-extensions-as-limits | translated_source_unit | Konstruksi Ekstensi Kan melalui Limit | translated_built_qa_passed | chapter1.tex:1141-1229 | source/id-ID/chapter1-unit-016.tex | baca |
| 017 | o014.aljabr2.chapter1.gabriel-zisman-localization | translated_source_unit | Lokalisasi Gabriel--Zisman | translated_built_qa_passed | chapter1.tex:1230-1582 | source/id-ID/chapter1-unit-017.tex | baca |
| 018 | o014.aljabr2.chapter1.kan-extensions-along-localization | translated_source_unit | Ekstensi Kan sepanjang Lokalisasi | translated_built_qa_passed | chapter1.tex:1583-1707 | source/id-ID/chapter1-unit-018.tex | baca |
| 019 | o014.aljabr2.chapter1.adjoint-functor-theorem | translated_source_unit | Teorema Funktor Adjoin | translated_built_qa_passed | chapter1.tex:1708-2079 | source/id-ID/chapter1-unit-019.tex | baca |
| 020 | o014.aljabr2.chapter2.overview | translated_source_unit | Kategori Abelian | translated_built_qa_passed | chapter2.tex:9-32 | source/id-ID/chapter2-unit-020.tex | baca |
| 021 | o014.aljabr2.chapter2.abelian-category-definition | translated_source_unit | Definisi Kategori Abelian | translated_built_qa_passed | chapter2.tex:35-115 | source/id-ID/chapter2-unit-021.tex | baca |
| 022 | o014.aljabr2.chapter2.first-look-at-complexes | translated_source_unit | Mengenal Kompleks | translated_built_qa_passed | chapter2.tex:116-292 | source/id-ID/chapter2-unit-022.tex | baca |
| 023 | o014.aljabr2.chapter2.diagram-lemmas | translated_source_unit | Beberapa Lema Diagram | translated_built_qa_passed | chapter2.tex:293-518 | source/id-ID/chapter2-unit-023.tex | baca |
| 024 | o014.aljabr2.chapter2.glimpse-of-lattice-theory | translated_source_unit | Sekilas tentang Teori Kisi | translated_built_qa_passed | chapter2.tex:519-720 | source/id-ID/chapter2-unit-024.tex | baca |
| 025 | o014.aljabr2.chapter2.direct-sum-decomposition | translated_source_unit | Dekomposisi Jumlah Langsung | translated_built_qa_passed | chapter2.tex:721-910 | source/id-ID/chapter2-unit-025.tex | baca |
| 026 | o014.aljabr2.chapter2.subobjects-and-isomorphism-theorems | translated_source_unit | Subobjek dan Teorema Isomorfisme | translated_built_qa_passed | chapter2.tex:911-1132 | source/id-ID/chapter2-unit-026.tex | baca |
| 027 | o014.aljabr2.chapter2.simplicity-and-semisimplicity | translated_source_unit | Objek Sederhana dan Semisederhana | translated_built_qa_passed | chapter2.tex:1133-1244 | source/id-ID/chapter2-unit-027.tex | baca |
| 028 | o014.aljabr2.chapter2.exact-functors-injective-projective-objects | translated_source_unit | Funktor Eksak, Objek Injektif, dan Projektif | translated_built_qa_passed | chapter2.tex:1245-1563 | source/id-ID/chapter2-unit-028.tex | baca |
| 029 | o014.aljabr2.chapter2.serre-subcategories-and-k0-groups | translated_source_unit | Subkategori Serre dan Grup K0 | translated_built_qa_passed | chapter2.tex:1564-1754 | source/id-ID/chapter2-unit-029.tex | baca |
| 030 | o014.aljabr2.chapter2.grothendieck-categories | translated_source_unit | Kategori Grothendieck | translated_built_qa_passed | chapter2.tex:1756-2132 | source/id-ID/chapter2-unit-030.tex | baca |
| 031 | o014.aljabr2.chapter3.overview | translated_source_unit | Kompleks | translated_built_qa_passed | chapter3.tex:9-55 | source/id-ID/chapter3-unit-031.tex | baca |
| 032 | o014.aljabr2.chapter3.complexes-over-additive-categories | translated_source_unit | Kompleks pada Kategori Aditif | translated_built_qa_passed | chapter3.tex:57-162 | source/id-ID/chapter3-unit-032.tex | baca |
| 033 | o014.aljabr2.chapter3.hom-complex-and-homotopy | translated_source_unit | Kompleks Hom dan Homotopi | translated_built_qa_passed | chapter3.tex:163-345 | source/id-ID/chapter3-unit-033.tex | baca |
| 034 | o014.aljabr2.chapter3.mapping-cone | translated_source_unit | Kerucut pemetaan | translated_built_qa_passed | chapter3.tex:346-621 | source/id-ID/chapter3-unit-034.tex | baca |
| 035 | o014.aljabr2.chapter3.opposite-category-complexes | translated_source_unit | Kompleks pada kategori lawan | translated_built_qa_passed | chapter3.tex:622-699 | source/id-ID/chapter3-unit-035.tex | baca |
| 036 | o014.aljabr2.chapter3.double-complexes | translated_source_unit | Bikompleks | translated_built_qa_passed | chapter3.tex:700-945 | source/id-ID/chapter3-unit-036.tex | baca |
| 037 | o014.aljabr2.chapter3.abelian-category-complexes | translated_source_unit | Kompleks pada kategori abelian | translated_built_qa_passed | chapter3.tex:946-1060 | source/id-ID/chapter3-unit-037.tex | baca |
| 038 | o014.aljabr2.chapter3.mapping-cone-and-long-exact-sequences | translated_source_unit | Kerucut pemetaan: barisan eksak panjang | translated_built_qa_passed | chapter3.tex:1061-1292 | source/id-ID/chapter3-unit-038.tex | baca |
| 039 | o014.aljabr2.chapter3.exercises-hochschild-homology-and-cohomology | translated_source_unit | Latihan: Homologi dan Kohomologi Hochschild | translated_built_qa_passed | chapter3.tex:1293-1586 | source/id-ID/chapter3-unit-039.tex | baca |
| 040 | o014.aljabr2.chapter3.truncation-functors | translated_source_unit | Funktor pemenggalan | translated_built_qa_passed | chapter3.tex:1587-1709 | source/id-ID/chapter3-unit-040.tex | baca |
| 041 | o014.aljabr2.chapter3.double-complex-cohomology | translated_source_unit | Kohomologi bikompleks | translated_built_qa_passed | chapter3.tex:1710-1881 | source/id-ID/chapter3-unit-041.tex | baca |
| 042 | o014.aljabr2.chapter3.resolutions | translated_source_unit | Resolusi | translated_built_qa_passed | chapter3.tex:1882-2214 | source/id-ID/chapter3-unit-042.tex | baca |
| 043 | o014.aljabr2.chapter3.classical-derived-functors | translated_source_unit | Funktor turunan klasik | translated_built_qa_passed | chapter3.tex:2215-2552 | source/id-ID/chapter3-unit-043.tex | baca |
| 044 | o014.aljabr2.chapter3.example-lim1 | translated_source_unit | Contoh: lim^1 | translated_built_qa_passed | chapter3.tex:2553-2713 | source/id-ID/chapter3-unit-044.tex | baca |
| 045 | o014.aljabr2.chapter3.ext-tor | translated_source_unit | Contoh: Ext dan Tor | translated_built_qa_passed | chapter3.tex:2714-2935 | source/id-ID/chapter3-unit-045.tex | baca |
| 046 | o014.aljabr2.chapter3.k-injectives | translated_source_unit | Kompleks K-injektif dan K-projektif | translated_built_qa_passed | chapter3.tex:2936-3200 | source/id-ID/chapter3-unit-046.tex | baca |
| 047 | o014.aljabr2.chapter3.exercises | translated_source_unit | Latihan | translated_built_qa_passed | chapter3.tex:3201-3425 | source/id-ID/chapter3-unit-047.tex | baca |
| 048 | o014.aljabr2.chapter4.overview | translated_source_unit | Kategori Bertriangulasi dan Kategori Turunan | translated_built_qa_passed | chapter4.tex:9-60 | source/id-ID/chapter4-unit-048.tex | baca |
| 049 | o014.aljabr2.chapter4.triangulated-category-definition | translated_source_unit | Definisi Kategori Bertriangulasi | translated_built_qa_passed | chapter4.tex:62-208 | source/id-ID/chapter4-unit-049.tex | baca |
| 050 | o014.aljabr2.chapter4.cohomological-functors | translated_source_unit | Funktor Kohomologis dan Barisan Eksak Panjang | translated_built_qa_passed | chapter4.tex:210-258 | source/id-ID/chapter4-unit-050.tex | baca |
| 051 | o014.aljabr2.chapter4.triangulated-basics | translated_source_unit | Sifat-Sifat Dasar Kategori Bertriangulasi | translated_built_qa_passed | chapter4.tex:260-560 | source/id-ID/chapter4-unit-051.tex | baca |
| 052 | o014.aljabr2.chapter4.triangulated-localization | translated_source_unit | Lokalisasi Kategori Bertriangulasi | translated_backend_indexed | chapter4.tex:561-622 | source/id-ID/chapter4-unit-052.tex | baca |
| 053 | o014.aljabr2.chapter4.verdier-localization | translated_source_unit | Verdier Localization | translated_backend_indexed | chapter4.tex:623-722 | source/id-ID/chapter4-unit-053.tex | baca |
| 054 | o014.aljabr2.chapter4.derived-categories | translated_source_unit | Kategori Turunan | translated_backend_indexed | chapter4.tex:723-986 | source/id-ID/chapter4-unit-054.tex | baca |
| 055 | o014.aljabr2.chapter4.morphisms-extensions | translated_source_unit | Morfisme dan Ekstensi | translated_backend_indexed | chapter4.tex:987-1313 | source/id-ID/chapter4-unit-055.tex | baca |
| 056 | o014.aljabr2.chapter4.triangulated-functor-localization | translated_source_unit | Funktor Bertriangulasi dan Lokalisasi | translated_backend_indexed | chapter4.tex:1314-1512 | source/id-ID/chapter4-unit-056.tex | baca |
| 057 | o014.aljabr2.chapter4.derived-functors-general | translated_source_unit | Teori Umum Funktor Turunan | translated_backend_indexed | chapter4.tex:1513-1680 | source/id-ID/chapter4-unit-057.tex | baca |
| 058 | o014.aljabr2.chapter4.bounded-derived-functors | translated_source_unit | Funktor Turunan Terbatas | translated_backend_indexed | chapter4.tex:1681-1840 | source/id-ID/chapter4-unit-058.tex | baca |
| 059 | o014.aljabr2.chapter4.rhom | translated_source_unit | Contoh: RHom | translated_backend_indexed | chapter4.tex:1841-2001 | source/id-ID/chapter4-unit-059.tex | baca |
| 060 | o014.aljabr2.chapter4.rlim-homotopy-limit | translated_source_unit | Contoh: RRlim sebagai Limit Homotopi | translated_backend_indexed | chapter4.tex:2002-2115 | source/id-ID/chapter4-unit-060.tex | baca |
| 061 | o014.aljabr2.chapter4.unbounded-derived-functors | translated_source_unit | Funktor Turunan Tak Terbatas | translated_backend_indexed | chapter4.tex:2116-2267 | source/id-ID/chapter4-unit-061.tex | baca |
| 062 | o014.aljabr2.chapter4.k-flat-derived-tensor-a | translated_source_unit | Contoh: Kompleks K-Datar dan otimesL | translated_backend_indexed | chapter4.tex:2268-2499 | source/id-ID/chapter4-unit-062.tex | baca |
| 063 | o014.aljabr2.chapter4.k-flat-derived-tensor-b | translated_source_unit | Latihan | translated_backend_indexed | chapter4.tex:2500-2745 | source/id-ID/chapter4-unit-063.tex | baca |
| 064 | o014.aljabr2.chapter5.intro-filtration-grading | translated_source_unit | Barisan Spektral | translated_backend_indexed | chapter5.tex:9-140 | source/id-ID/chapter5-unit-064.tex | baca |
| 065 | o014.aljabr2.chapter5.general-spectral-sequences | translated_source_unit | Definisi umum barisan spektral | translated_backend_indexed | chapter5.tex:141-349 | source/id-ID/chapter5-unit-065.tex | baca |
| 066 | o014.aljabr2.chapter5.exact-couples | translated_source_unit | Pasangan eksak | translated_backend_indexed | chapter5.tex:350-467 | source/id-ID/chapter5-unit-066.tex | baca |
| 067 | o014.aljabr2.chapter5.filtered-differential-spectral-sequence | translated_source_unit | Barisan spektral objek diferensial terfiltrasi | translated_backend_indexed | chapter5.tex:468-577 | source/id-ID/chapter5-unit-067.tex | baca |
| 068 | o014.aljabr2.chapter5.filtered-complex-spectral-sequence | translated_source_unit | Barisan spektral kompleks terfiltrasi | translated_backend_indexed | chapter5.tex:578-739 | source/id-ID/chapter5-unit-068.tex | baca |
| 069 | o014.aljabr2.chapter5.bicomplex-spectral-sequences-applications | translated_source_unit | Barisan spektral bikompleks dan penerapannya | translated_backend_indexed | chapter5.tex:740-954 | source/id-ID/chapter5-unit-069.tex | baca |
| 070 | o014.aljabr2.chapter5.multiplicative-structures | translated_source_unit | Sekilas tentang struktur perkalian | translated_backend_indexed | chapter5.tex:955-1063 | source/id-ID/chapter5-unit-070.tex | baca |
| 071 | o014.aljabr2.chapter5.exercises | translated_source_unit | Latihan | translated_backend_indexed | chapter5.tex:1066-1148 | source/id-ID/chapter5-unit-071.tex | baca |
| 072 | o014.aljabr2.chapter6.overview-g-modules-resolutions | translated_source_unit | Homologi dan Kohomologi Grup | translated_backend_indexed | chapter6.tex:1-320 | source/id-ID/chapter6-unit-072.tex | baca |
| 073 | o014.aljabr2.chapter6.group-homology-cohomology | translated_source_unit | Homologi dan Kohomologi Grup | translated_backend_indexed | chapter6.tex:321-556 | source/id-ID/chapter6-unit-073.tex | baca |
| 074 | o014.aljabr2.chapter6.low-degree-cohomology | translated_source_unit | Kohomologi berderajat rendah: homomorfisme silang dan ekstensi grup | translated_backend_indexed | chapter6.tex:557-739 | source/id-ID/chapter6-unit-074.tex | baca |
| 075 | o014.aljabr2.chapter6.induced-modules | translated_source_unit | Modul terinduksi | translated_backend_indexed | chapter6.tex:740-868 | source/id-ID/chapter6-unit-075.tex | baca |
| 076 | o014.aljabr2.chapter6.change-of-group | translated_source_unit | Perubahan grup | translated_backend_indexed | chapter6.tex:869-1093 | source/id-ID/chapter6-unit-076.tex | baca |
| 077 | o014.aljabr2.chapter6.group-extensions-revisited | translated_source_unit | Meninjau kembali ekstensi grup | translated_backend_indexed | chapter6.tex:1094-1221 | source/id-ID/chapter6-unit-077.tex | baca |
| 078 | o014.aljabr2.chapter6.cyclic-and-free-groups | translated_source_unit | Contoh: grup siklik dan grup bebas | translated_backend_indexed | chapter6.tex:1222-1360 | source/id-ID/chapter6-unit-078.tex | baca |
| 079 | o014.aljabr2.chapter6.finite-index-subgroups | translated_source_unit | Subgrup Berindeks Hingga | translated_backend_indexed | chapter6.tex:1361-1539 | source/id-ID/chapter6-unit-079.tex | baca |
| 080 | o014.aljabr2.chapter6.lhs-spectral-sequence-a | translated_source_unit | Barisan spektral Lyndon–Hochschild–Serre | translated_backend_indexed | chapter6.tex:1540-1631 | source/id-ID/chapter6-unit-080.tex | baca |
| 081 | o014.aljabr2.chapter6.lhs-spectral-sequence-b | translated_source_unit | Lhs Spectral Sequence B | translated_backend_indexed | chapter6.tex:1632-1739 | source/id-ID/chapter6-unit-081.tex | baca |
| 082 | o014.aljabr2.chapter6.cup-product | translated_source_unit | Operasi Hasil Kali Cawan | translated_backend_indexed | chapter6.tex:1740-2123 | source/id-ID/chapter6-unit-082.tex | baca |
| 083 | o014.aljabr2.chapter6.tate-cohomology | translated_source_unit | Kohomologi Tate | translated_backend_indexed | chapter6.tex:2124-2312 | source/id-ID/chapter6-unit-083.tex | baca |
| 084 | o014.aljabr2.chapter6.profinite-cohomology-a | translated_source_unit | Kohomologi grup profinit | translated_backend_indexed | chapter6.tex:2313-2457 | source/id-ID/chapter6-unit-084.tex | baca |
| 085 | o014.aljabr2.chapter6.profinite-cohomology-b | translated_source_unit | Profinite Cohomology B | translated_backend_indexed | chapter6.tex:2458-2603 | source/id-ID/chapter6-unit-085.tex | baca |
| 086 | o014.aljabr2.chapter6.nonabelian-cohomology | translated_source_unit | Kohomologi Nonabelian | translated_backend_indexed | chapter6.tex:2604-2927 | source/id-ID/chapter6-unit-086.tex | baca |
| 087 | o014.aljabr2.chapter6.exercises | translated_source_unit | Latihan | translated_backend_indexed | chapter6.tex:2928-3141 | source/id-ID/chapter6-unit-087.tex | baca |
| 088 | o014.aljabr2.chapter7.monoidal-algebras | translated_source_unit | Teori Monad | translated_backend_indexed | chapter7.tex:1-418 | source/id-ID/chapter7-unit-088.tex | baca |
| 089 | o014.aljabr2.chapter7.differential-graded-structures | translated_source_unit | Contoh: Struktur Diferensial Bergradasi | translated_backend_indexed | chapter7.tex:419-610 | source/id-ID/chapter7-unit-089.tex | baca |
| 090 | o014.aljabr2.chapter7.closed-monoidal-categories | translated_source_unit | Kategori Monoidal Tertutup | translated_backend_indexed | chapter7.tex:611-711 | source/id-ID/chapter7-unit-090.tex | baca |
| 091 | o014.aljabr2.chapter7.closed-structure-dgcat | translated_source_unit | Studi Kasus: Struktur Tertutup pada Kategori-dg | translated_backend_indexed | chapter7.tex:712-891 | source/id-ID/chapter7-unit-091.tex | baca |
| 092 | o014.aljabr2.chapter7.coalgebra-to-hopf-a | translated_source_unit | Dari Koaljabar ke Aljabar Hopf | translated_backend_indexed | chapter7.tex:892-1129 | source/id-ID/chapter7-unit-092.tex | baca |
| 093 | o014.aljabr2.chapter7.coalgebra-to-hopf-b | translated_source_unit | Coalgebra To Hopf B | translated_backend_indexed | chapter7.tex:1130-1279 | source/id-ID/chapter7-unit-093.tex | baca |
| 094 | o014.aljabr2.chapter7.beck-monadicity-a | translated_source_unit | Teorema Monadisitas Beck | translated_backend_indexed | chapter7.tex:1280-1444 | source/id-ID/chapter7-unit-094.tex | baca |
| 095 | o014.aljabr2.chapter7.beck-monadicity-b | translated_source_unit | Beck Monadicity B | translated_backend_indexed | chapter7.tex:1445-1660 | source/id-ID/chapter7-unit-095.tex | baca |
| 096 | o014.aljabr2.chapter7.morita-theory-a | translated_source_unit | Teori Morita | translated_backend_indexed | chapter7.tex:1661-1805 | source/id-ID/chapter7-unit-096.tex | baca |
| 097 | o014.aljabr2.chapter7.morita-theory-b | translated_source_unit | Morita Theory B | translated_backend_indexed | chapter7.tex:1806-1967 | source/id-ID/chapter7-unit-097.tex | baca |
| 098 | o014.aljabr2.chapter7.morita-theory-c | translated_source_unit | Morita Theory C | translated_backend_indexed | chapter7.tex:1968-2035 | source/id-ID/chapter7-unit-098.tex | baca |
| 099 | o014.aljabr2.chapter7.identifying-module-categories | translated_source_unit | Mengenali Kategori Modul | translated_backend_indexed | chapter7.tex:2036-2140 | source/id-ID/chapter7-unit-099.tex | baca |
| 100 | o014.aljabr2.chapter7.module-descent | translated_source_unit | Penerapan: Penurunan Modul | translated_backend_indexed | chapter7.tex:2141-2305 | source/id-ID/chapter7-unit-100.tex | baca |
| 101 | o014.aljabr2.chapter7.galois-descent | translated_source_unit | Penerapan: Penurunan Galois | translated_backend_indexed | chapter7.tex:2306-2471 | source/id-ID/chapter7-unit-101.tex | baca |
| 102 | o014.aljabr2.chapter7.galois-descent-h1 | translated_source_unit | Kaitan antara Penurunan Galois dan H1 | translated_backend_indexed | chapter7.tex:2472-2678 | source/id-ID/chapter7-unit-102.tex | baca |
| 103 | o014.aljabr2.chapter7.exercises-a | translated_source_unit | Latihan | translated_backend_indexed | chapter7.tex:2679-2827 | source/id-ID/chapter7-unit-103.tex | baca |
| 104 | o014.aljabr2.chapter7.exercises-b | translated_source_unit | Exercises B | translated_backend_indexed | chapter7.tex:2828-2944 | source/id-ID/chapter7-unit-104.tex | baca |
| 105 | o014.aljabr2.chapter7.exercises-c | translated_source_unit | Exercises C | translated_backend_indexed | chapter7.tex:2945-3002 | source/id-ID/chapter7-unit-105.tex | baca |
| 106 | o014.aljabr2.chapter8.simplicial-objects | translated_source_unit | Metode Simplisial | translated_backend_indexed | chapter8.tex:1-174 | source/id-ID/chapter8-unit-106.tex | baca |
| 107 | o014.aljabr2.chapter8.simplicial-sets | translated_source_unit | Himpunan Simplisial | translated_backend_indexed | chapter8.tex:175-281 | source/id-ID/chapter8-unit-107.tex | baca |
| 108 | o014.aljabr2.chapter8.nerves-of-categories | translated_source_unit | Contoh: Saraf Kategori | translated_backend_indexed | chapter8.tex:282-453 | source/id-ID/chapter8-unit-108.tex | baca |
| 109 | o014.aljabr2.chapter8.geometric-realization | translated_source_unit | Funktor Realisasi Geometris | translated_backend_indexed | chapter8.tex:454-759 | source/id-ID/chapter8-unit-109.tex | baca |
| 110 | o014.aljabr2.chapter8.dold-kan-a | translated_source_unit | Korespondensi Dold–Kan | translated_backend_indexed | chapter8.tex:760-924 | source/id-ID/chapter8-unit-110.tex | baca |
| 111 | o014.aljabr2.chapter8.dold-kan-b | translated_source_unit | Dold Kan B | translated_backend_indexed | chapter8.tex:925-1058 | source/id-ID/chapter8-unit-111.tex | baca |
| 112 | o014.aljabr2.chapter8.homology-computation | translated_source_unit | Perhitungan Homologi | translated_backend_indexed | chapter8.tex:1059-1228 | source/id-ID/chapter8-unit-112.tex | baca |
| 113 | o014.aljabr2.chapter8.bar-construction-a | translated_source_unit | Konstruksi bar | translated_backend_indexed | chapter8.tex:1229-1352 | source/id-ID/chapter8-unit-113.tex | baca |
| 114 | o014.aljabr2.chapter8.bar-construction-b | translated_source_unit | Bar Construction B | translated_backend_indexed | chapter8.tex:1353-1482 | source/id-ID/chapter8-unit-114.tex | baca |
| 115 | o014.aljabr2.chapter8.bisimplicial-a | translated_source_unit | Objek bisimplisial | translated_backend_indexed | chapter8.tex:1483-1564 | source/id-ID/chapter8-unit-115.tex | baca |
| 116 | o014.aljabr2.chapter8.bisimplicial-b | translated_source_unit | Bisimplicial B | translated_backend_indexed | chapter8.tex:1566-1703 | source/id-ID/chapter8-unit-116.tex | baca |
| 117 | o014.aljabr2.chapter8.closed-structure | translated_source_unit | Struktur Tertutup | translated_backend_indexed | chapter8.tex:1704-1849 | source/id-ID/chapter8-unit-117.tex | baca |
| 118 | o014.aljabr2.chapter8.mapping-cone-revisited | translated_source_unit | Meninjau kembali kerucut pemetaan | translated_backend_indexed | chapter8.tex:1850-1999 | source/id-ID/chapter8-unit-118.tex | baca |
| 119 | o014.aljabr2.chapter8.exercises-a | translated_source_unit | Latihan | translated_backend_indexed | chapter8.tex:2000-2107 | source/id-ID/chapter8-unit-119.tex | baca |
| 120 | o014.aljabr2.chapter8.exercises-b | translated_source_unit | Exercises B | translated_backend_indexed | chapter8.tex:2108-2214 | source/id-ID/chapter8-unit-120.tex | baca |
| 121 | o014.aljabr2.chapter9.duality-a | translated_source_unit | Dualitas | translated_backend_indexed | chapter9.tex:1-305 | source/id-ID/chapter9-unit-121.tex | baca |
| 122 | o014.aljabr2.chapter9.duality-rigidity-b | translated_source_unit | Dualitas dan Kekakuan (lanjutan) | translated_backend_indexed | chapter9.tex:306-579 | source/id-ID/chapter9-unit-122.tex | baca |
| 123 | o014.aljabr2.chapter9.trace-and-dimension | translated_source_unit | Dualitas: Jejak dan Dimensi | translated_backend_indexed | chapter9.tex:580-817 | source/id-ID/chapter9-unit-123.tex | baca |
| 124 | o014.aljabr2.chapter9.duality-examples-a | translated_source_unit | Contoh-contoh dualitas | translated_backend_indexed | chapter9.tex:818-950 | source/id-ID/chapter9-unit-124.tex | baca |
| 125 | o014.aljabr2.chapter9.duality-examples-b | translated_source_unit | Duality Examples B | translated_backend_indexed | chapter9.tex:951-1042 | source/id-ID/chapter9-unit-125.tex | baca |
| 126 | o014.aljabr2.chapter9.coendomorphism-coalgebra-a | translated_source_unit | Koaljabar endomorfisme | translated_backend_indexed | chapter9.tex:1043-1156 | source/id-ID/chapter9-unit-126.tex | baca |
| 127 | o014.aljabr2.chapter9.coendomorphism-coalgebra-b | translated_source_unit | Koaljabar Koendomorfisme (lanjutan) | translated_backend_indexed | chapter9.tex:1157-1256 | source/id-ID/chapter9-unit-127.tex | baca |
| 128 | o014.aljabr2.chapter9.reconstruction-a | translated_source_unit | Teorema rekonstruksi | translated_backend_indexed | chapter9.tex:1257-1367 | source/id-ID/chapter9-unit-128.tex | baca |
| 129 | o014.aljabr2.chapter9.reconstruction-b | translated_source_unit | Reconstruction B | translated_backend_indexed | chapter9.tex:1369-1456 | source/id-ID/chapter9-unit-129.tex | baca |
| 130 | o014.aljabr2.chapter9.hopf-reconstruction | translated_source_unit | Rekonstruksi Aljabar Hopf | translated_backend_indexed | chapter9.tex:1457-1625 | source/id-ID/chapter9-unit-130.tex | baca |
| 131 | o014.aljabr2.chapter9.tannakian-a | translated_source_unit | Kategori Tannakian | translated_backend_indexed | chapter9.tex:1626-1722 | source/id-ID/chapter9-unit-131.tex | baca |
| 132 | o014.aljabr2.chapter9.fiber-functor-isomorphisms | translated_source_unit | Fiber Functor Isomorphisms | translated_backend_indexed | chapter9.tex:1724-1804 | source/id-ID/chapter9-unit-132.tex | baca |
| 133 | o014.aljabr2.chapter9.tannaka-krein-finite-groups | translated_source_unit | Teorema Tannaka--Krein untuk Grup Hingga | translated_backend_indexed | chapter9.tex:1805-1949 | source/id-ID/chapter9-unit-133.tex | baca |
| 134 | o014.aljabr2.chapter9.exercises | translated_source_unit | Latihan | translated_backend_indexed | chapter9.tex:1950-2035 | source/id-ID/chapter9-unit-134.tex | baca |
| 135 | o014.aljabr2.appendix1.yoneda-density | translated_source_unit | Materi lanjutan tentang kategori abelian | translated_backend_indexed | appendix1.tex:1-120 | source/id-ID/appendix1-unit-135.tex | baca |
| 136 | o014.aljabr2.appendix1.compact-presentable-categories | translated_source_unit | Objek Kompak dan Kategori Presentabel | translated_backend_indexed | appendix1.tex:121-283 | source/id-ID/appendix1-unit-136.tex | baca |
| 137 | o014.aljabr2.appendix1.gabriel-popescu | translated_source_unit | Teorema Gabriel--Popescu | translated_backend_indexed | appendix1.tex:284-371 | source/id-ID/appendix1-unit-137.tex | baca |
| 138 | o014.aljabr2.appendix1.locally-finite-abelian-categories | translated_source_unit | Kategori Abelian yang Hingga Secara Lokal | translated_backend_indexed | appendix1.tex:372-487 | source/id-ID/appendix1-unit-138.tex | baca |
| 139 | o014.aljabr2.appendix-a.exercises | translated_source_unit | Latihan Lampiran A | translated_backend_indexed | appendix1.tex:488-531 | source/id-ID/appendix1-unit-139.tex | baca |
| 140 | o014.aljabr2.appendix-b.profinite-groups | translated_source_unit | Pengantar Objek-Ind dan Objek-Pro | translated_backend_indexed | appendix2.tex:1-137 | source/id-ID/appendix2-unit-140.tex | baca |
| 141 | o014.aljabr2.appendix-b.ind-pro-objects | translated_source_unit | Tentang Objek-Ind dan Objek-Pro | translated_backend_indexed | appendix2.tex:138-286 | source/id-ID/appendix2-unit-141.tex | baca |
| 142 | o014.aljabr2.appendix-b.indization-categories | translated_source_unit | Ind-isasi Kategori | translated_backend_indexed | appendix2.tex:287-415 | source/id-ID/appendix2-unit-142.tex | baca |
| 143 | o014.aljabr2.appendix-b.indization-functors | translated_source_unit | Ind-isasi dan Perluasan Funktor | translated_backend_indexed | appendix2.tex:416-501 | source/id-ID/appendix2-unit-143.tex | baca |
| 144 | o014.aljabr2.appendix-b.ind-abelian | translated_source_unit | Ind-isasi Kategori Abelian | translated_backend_indexed | appendix2.tex:502-605 | source/id-ID/appendix2-unit-144.tex | baca |
| 145 | o014.aljabr2.appendix-b.freyd-mitchell | translated_source_unit | Teorema Pembenaman Freyd--Mitchell | translated_backend_indexed | appendix2.tex:606-660 | source/id-ID/appendix2-unit-145.tex | baca |
| 146 | o014.aljabr2.appendix-b.exercises | translated_source_unit | Latihan Lampiran B | translated_backend_indexed | appendix2.tex:661-770 | source/id-ID/appendix2-unit-146.tex | baca |
| 147 | o014.mastery.diagram-chasing.001 | independent_mastery_bridge | Jembatan Penguasaan 001: Pengejaran Diagram | not_applicable_independent_material | source/id-ID/mastery-bridge-001-diagram-chasing.tex | — | baca |
| 148 | o014.mastery.derived-spectral.002 | independent_mastery_bridge | Jembatan Penguasaan 002: Funktor Turunan dan Barisan Spektral | not_applicable_independent_material | source/id-ID/mastery-bridge-002-derived-functors-spectral-sequences.tex | — | baca |