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.

Kembali ke hub pembelajar

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.

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 stabilTipeJudulStatus pemilikLokator sumberTargetRute
001o014.aljabr2.prelude.linear-algebratranslated_source_unitPendahuluan - Apakah Aljabar Linear Itu?translated_built_qa_passedprelude.tex:9-29source/id-ID/prelude-unit-001.texbaca
002o014.aljabr2.prelude.homology-historytranslated_source_unitSejarah Singkat Homologitranslated_built_qa_passedprelude.tex:30-103source/id-ID/prelude-unit-002.texbaca
003o014.aljabr2.prelude.book-purposetranslated_source_unitTujuan Buku Initranslated_built_qa_passedprelude.tex:104-126source/id-ID/prelude-unit-003.texbaca
004o014.aljabr2.prelude.reader-guidetranslated_source_unitPanduan Penggunaantranslated_built_qa_passedprelude.tex:127-153source/id-ID/prelude-unit-004.texbaca
005o014.aljabr2.prelude.structure-overviewtranslated_source_unitIkhtisar Strukturtranslated_built_qa_passedprelude.tex:154-183source/id-ID/prelude-unit-005.texbaca
006o014.aljabr2.prelude.acknowledgmentstranslated_source_unitUcapan Terima Kasihtranslated_built_qa_passedprelude.tex:185-205source/id-ID/prelude-unit-006.texbaca
007o014.aljabr2.prelude.conventionstranslated_source_unitKonvensitranslated_built_qa_passedprelude.tex:207-495source/id-ID/prelude-unit-007.texbaca
008o014.aljabr2.chapter1.overviewtranslated_source_unitPelengkap Teori Kategoritranslated_built_qa_passedchapter1.tex:9-31source/id-ID/chapter1-unit-008.texbaca
009o014.aljabr2.chapter1.subquotientstranslated_source_unitSubkuosientranslated_built_qa_passedchapter1.tex:33-139source/id-ID/chapter1-unit-009.texbaca
010o014.aljabr2.chapter1.images-coimages-stricttranslated_source_unitCitra, Kocitra, dan Morfisme Ketattranslated_built_qa_passedchapter1.tex:140-266source/id-ID/chapter1-unit-010.texbaca
011o014.aljabr2.chapter1.additive-categories-kernels-cokernelstranslated_source_unitKategori Aditif: Kernel dan Kokerneltranslated_built_qa_passedchapter1.tex:267-567source/id-ID/chapter1-unit-011.texbaca
012o014.aljabr2.chapter1.linear-categories-over-commutative-ringstranslated_source_unitPerumuman: Kategori Linear atas Gelanggang Komutatiftranslated_built_qa_passedchapter1.tex:568-629source/id-ID/chapter1-unit-012.texbaca
013o014.aljabr2.chapter1.limits-through-functorstranslated_source_unitMeninjau Limit melalui Funktortranslated_built_qa_passedchapter1.tex:630-762source/id-ID/chapter1-unit-013.texbaca
014o014.aljabr2.chapter1.filtered-inductive-limitstranslated_source_unitLimit Induktif Terfiltertranslated_built_qa_passedchapter1.tex:763-925source/id-ID/chapter1-unit-014.texbaca
015o014.aljabr2.chapter1.kan-extensionstranslated_source_unitEkstensi Kantranslated_built_qa_passedchapter1.tex:926-1140source/id-ID/chapter1-unit-015.texbaca
016o014.aljabr2.chapter1.kan-extensions-as-limitstranslated_source_unitKonstruksi Ekstensi Kan melalui Limittranslated_built_qa_passedchapter1.tex:1141-1229source/id-ID/chapter1-unit-016.texbaca
017o014.aljabr2.chapter1.gabriel-zisman-localizationtranslated_source_unitLokalisasi Gabriel--Zismantranslated_built_qa_passedchapter1.tex:1230-1582source/id-ID/chapter1-unit-017.texbaca
018o014.aljabr2.chapter1.kan-extensions-along-localizationtranslated_source_unitEkstensi Kan sepanjang Lokalisasitranslated_built_qa_passedchapter1.tex:1583-1707source/id-ID/chapter1-unit-018.texbaca
019o014.aljabr2.chapter1.adjoint-functor-theoremtranslated_source_unitTeorema Funktor Adjointranslated_built_qa_passedchapter1.tex:1708-2079source/id-ID/chapter1-unit-019.texbaca
020o014.aljabr2.chapter2.overviewtranslated_source_unitKategori Abeliantranslated_built_qa_passedchapter2.tex:9-32source/id-ID/chapter2-unit-020.texbaca
021o014.aljabr2.chapter2.abelian-category-definitiontranslated_source_unitDefinisi Kategori Abeliantranslated_built_qa_passedchapter2.tex:35-115source/id-ID/chapter2-unit-021.texbaca
022o014.aljabr2.chapter2.first-look-at-complexestranslated_source_unitMengenal Komplekstranslated_built_qa_passedchapter2.tex:116-292source/id-ID/chapter2-unit-022.texbaca
023o014.aljabr2.chapter2.diagram-lemmastranslated_source_unitBeberapa Lema Diagramtranslated_built_qa_passedchapter2.tex:293-518source/id-ID/chapter2-unit-023.texbaca
024o014.aljabr2.chapter2.glimpse-of-lattice-theorytranslated_source_unitSekilas tentang Teori Kisitranslated_built_qa_passedchapter2.tex:519-720source/id-ID/chapter2-unit-024.texbaca
025o014.aljabr2.chapter2.direct-sum-decompositiontranslated_source_unitDekomposisi Jumlah Langsungtranslated_built_qa_passedchapter2.tex:721-910source/id-ID/chapter2-unit-025.texbaca
026o014.aljabr2.chapter2.subobjects-and-isomorphism-theoremstranslated_source_unitSubobjek dan Teorema Isomorfismetranslated_built_qa_passedchapter2.tex:911-1132source/id-ID/chapter2-unit-026.texbaca
027o014.aljabr2.chapter2.simplicity-and-semisimplicitytranslated_source_unitObjek Sederhana dan Semisederhanatranslated_built_qa_passedchapter2.tex:1133-1244source/id-ID/chapter2-unit-027.texbaca
028o014.aljabr2.chapter2.exact-functors-injective-projective-objectstranslated_source_unitFunktor Eksak, Objek Injektif, dan Projektiftranslated_built_qa_passedchapter2.tex:1245-1563source/id-ID/chapter2-unit-028.texbaca
029o014.aljabr2.chapter2.serre-subcategories-and-k0-groupstranslated_source_unitSubkategori Serre dan Grup K0translated_built_qa_passedchapter2.tex:1564-1754source/id-ID/chapter2-unit-029.texbaca
030o014.aljabr2.chapter2.grothendieck-categoriestranslated_source_unitKategori Grothendiecktranslated_built_qa_passedchapter2.tex:1756-2132source/id-ID/chapter2-unit-030.texbaca
031o014.aljabr2.chapter3.overviewtranslated_source_unitKomplekstranslated_built_qa_passedchapter3.tex:9-55source/id-ID/chapter3-unit-031.texbaca
032o014.aljabr2.chapter3.complexes-over-additive-categoriestranslated_source_unitKompleks pada Kategori Aditiftranslated_built_qa_passedchapter3.tex:57-162source/id-ID/chapter3-unit-032.texbaca
033o014.aljabr2.chapter3.hom-complex-and-homotopytranslated_source_unitKompleks Hom dan Homotopitranslated_built_qa_passedchapter3.tex:163-345source/id-ID/chapter3-unit-033.texbaca
034o014.aljabr2.chapter3.mapping-conetranslated_source_unitKerucut pemetaantranslated_built_qa_passedchapter3.tex:346-621source/id-ID/chapter3-unit-034.texbaca
035o014.aljabr2.chapter3.opposite-category-complexestranslated_source_unitKompleks pada kategori lawantranslated_built_qa_passedchapter3.tex:622-699source/id-ID/chapter3-unit-035.texbaca
036o014.aljabr2.chapter3.double-complexestranslated_source_unitBikomplekstranslated_built_qa_passedchapter3.tex:700-945source/id-ID/chapter3-unit-036.texbaca
037o014.aljabr2.chapter3.abelian-category-complexestranslated_source_unitKompleks pada kategori abeliantranslated_built_qa_passedchapter3.tex:946-1060source/id-ID/chapter3-unit-037.texbaca
038o014.aljabr2.chapter3.mapping-cone-and-long-exact-sequencestranslated_source_unitKerucut pemetaan: barisan eksak panjangtranslated_built_qa_passedchapter3.tex:1061-1292source/id-ID/chapter3-unit-038.texbaca
039o014.aljabr2.chapter3.exercises-hochschild-homology-and-cohomologytranslated_source_unitLatihan: Homologi dan Kohomologi Hochschildtranslated_built_qa_passedchapter3.tex:1293-1586source/id-ID/chapter3-unit-039.texbaca
040o014.aljabr2.chapter3.truncation-functorstranslated_source_unitFunktor pemenggalantranslated_built_qa_passedchapter3.tex:1587-1709source/id-ID/chapter3-unit-040.texbaca
041o014.aljabr2.chapter3.double-complex-cohomologytranslated_source_unitKohomologi bikomplekstranslated_built_qa_passedchapter3.tex:1710-1881source/id-ID/chapter3-unit-041.texbaca
042o014.aljabr2.chapter3.resolutionstranslated_source_unitResolusitranslated_built_qa_passedchapter3.tex:1882-2214source/id-ID/chapter3-unit-042.texbaca
043o014.aljabr2.chapter3.classical-derived-functorstranslated_source_unitFunktor turunan klasiktranslated_built_qa_passedchapter3.tex:2215-2552source/id-ID/chapter3-unit-043.texbaca
044o014.aljabr2.chapter3.example-lim1translated_source_unitContoh: lim^1translated_built_qa_passedchapter3.tex:2553-2713source/id-ID/chapter3-unit-044.texbaca
045o014.aljabr2.chapter3.ext-tortranslated_source_unitContoh: Ext dan Tortranslated_built_qa_passedchapter3.tex:2714-2935source/id-ID/chapter3-unit-045.texbaca
046o014.aljabr2.chapter3.k-injectivestranslated_source_unitKompleks K-injektif dan K-projektiftranslated_built_qa_passedchapter3.tex:2936-3200source/id-ID/chapter3-unit-046.texbaca
047o014.aljabr2.chapter3.exercisestranslated_source_unitLatihantranslated_built_qa_passedchapter3.tex:3201-3425source/id-ID/chapter3-unit-047.texbaca
048o014.aljabr2.chapter4.overviewtranslated_source_unitKategori Bertriangulasi dan Kategori Turunantranslated_built_qa_passedchapter4.tex:9-60source/id-ID/chapter4-unit-048.texbaca
049o014.aljabr2.chapter4.triangulated-category-definitiontranslated_source_unitDefinisi Kategori Bertriangulasitranslated_built_qa_passedchapter4.tex:62-208source/id-ID/chapter4-unit-049.texbaca
050o014.aljabr2.chapter4.cohomological-functorstranslated_source_unitFunktor Kohomologis dan Barisan Eksak Panjangtranslated_built_qa_passedchapter4.tex:210-258source/id-ID/chapter4-unit-050.texbaca
051o014.aljabr2.chapter4.triangulated-basicstranslated_source_unitSifat-Sifat Dasar Kategori Bertriangulasitranslated_built_qa_passedchapter4.tex:260-560source/id-ID/chapter4-unit-051.texbaca
052o014.aljabr2.chapter4.triangulated-localizationtranslated_source_unitLokalisasi Kategori Bertriangulasitranslated_backend_indexedchapter4.tex:561-622source/id-ID/chapter4-unit-052.texbaca
053o014.aljabr2.chapter4.verdier-localizationtranslated_source_unitVerdier Localizationtranslated_backend_indexedchapter4.tex:623-722source/id-ID/chapter4-unit-053.texbaca
054o014.aljabr2.chapter4.derived-categoriestranslated_source_unitKategori Turunantranslated_backend_indexedchapter4.tex:723-986source/id-ID/chapter4-unit-054.texbaca
055o014.aljabr2.chapter4.morphisms-extensionstranslated_source_unitMorfisme dan Ekstensitranslated_backend_indexedchapter4.tex:987-1313source/id-ID/chapter4-unit-055.texbaca
056o014.aljabr2.chapter4.triangulated-functor-localizationtranslated_source_unitFunktor Bertriangulasi dan Lokalisasitranslated_backend_indexedchapter4.tex:1314-1512source/id-ID/chapter4-unit-056.texbaca
057o014.aljabr2.chapter4.derived-functors-generaltranslated_source_unitTeori Umum Funktor Turunantranslated_backend_indexedchapter4.tex:1513-1680source/id-ID/chapter4-unit-057.texbaca
058o014.aljabr2.chapter4.bounded-derived-functorstranslated_source_unitFunktor Turunan Terbatastranslated_backend_indexedchapter4.tex:1681-1840source/id-ID/chapter4-unit-058.texbaca
059o014.aljabr2.chapter4.rhomtranslated_source_unitContoh: RHomtranslated_backend_indexedchapter4.tex:1841-2001source/id-ID/chapter4-unit-059.texbaca
060o014.aljabr2.chapter4.rlim-homotopy-limittranslated_source_unitContoh: RRlim sebagai Limit Homotopitranslated_backend_indexedchapter4.tex:2002-2115source/id-ID/chapter4-unit-060.texbaca
061o014.aljabr2.chapter4.unbounded-derived-functorstranslated_source_unitFunktor Turunan Tak Terbatastranslated_backend_indexedchapter4.tex:2116-2267source/id-ID/chapter4-unit-061.texbaca
062o014.aljabr2.chapter4.k-flat-derived-tensor-atranslated_source_unitContoh: Kompleks K-Datar dan otimesLtranslated_backend_indexedchapter4.tex:2268-2499source/id-ID/chapter4-unit-062.texbaca
063o014.aljabr2.chapter4.k-flat-derived-tensor-btranslated_source_unitLatihantranslated_backend_indexedchapter4.tex:2500-2745source/id-ID/chapter4-unit-063.texbaca
064o014.aljabr2.chapter5.intro-filtration-gradingtranslated_source_unitBarisan Spektraltranslated_backend_indexedchapter5.tex:9-140source/id-ID/chapter5-unit-064.texbaca
065o014.aljabr2.chapter5.general-spectral-sequencestranslated_source_unitDefinisi umum barisan spektraltranslated_backend_indexedchapter5.tex:141-349source/id-ID/chapter5-unit-065.texbaca
066o014.aljabr2.chapter5.exact-couplestranslated_source_unitPasangan eksaktranslated_backend_indexedchapter5.tex:350-467source/id-ID/chapter5-unit-066.texbaca
067o014.aljabr2.chapter5.filtered-differential-spectral-sequencetranslated_source_unitBarisan spektral objek diferensial terfiltrasitranslated_backend_indexedchapter5.tex:468-577source/id-ID/chapter5-unit-067.texbaca
068o014.aljabr2.chapter5.filtered-complex-spectral-sequencetranslated_source_unitBarisan spektral kompleks terfiltrasitranslated_backend_indexedchapter5.tex:578-739source/id-ID/chapter5-unit-068.texbaca
069o014.aljabr2.chapter5.bicomplex-spectral-sequences-applicationstranslated_source_unitBarisan spektral bikompleks dan penerapannyatranslated_backend_indexedchapter5.tex:740-954source/id-ID/chapter5-unit-069.texbaca
070o014.aljabr2.chapter5.multiplicative-structurestranslated_source_unitSekilas tentang struktur perkaliantranslated_backend_indexedchapter5.tex:955-1063source/id-ID/chapter5-unit-070.texbaca
071o014.aljabr2.chapter5.exercisestranslated_source_unitLatihantranslated_backend_indexedchapter5.tex:1066-1148source/id-ID/chapter5-unit-071.texbaca
072o014.aljabr2.chapter6.overview-g-modules-resolutionstranslated_source_unitHomologi dan Kohomologi Gruptranslated_backend_indexedchapter6.tex:1-320source/id-ID/chapter6-unit-072.texbaca
073o014.aljabr2.chapter6.group-homology-cohomologytranslated_source_unitHomologi dan Kohomologi Gruptranslated_backend_indexedchapter6.tex:321-556source/id-ID/chapter6-unit-073.texbaca
074o014.aljabr2.chapter6.low-degree-cohomologytranslated_source_unitKohomologi berderajat rendah: homomorfisme silang dan ekstensi gruptranslated_backend_indexedchapter6.tex:557-739source/id-ID/chapter6-unit-074.texbaca
075o014.aljabr2.chapter6.induced-modulestranslated_source_unitModul terinduksitranslated_backend_indexedchapter6.tex:740-868source/id-ID/chapter6-unit-075.texbaca
076o014.aljabr2.chapter6.change-of-grouptranslated_source_unitPerubahan gruptranslated_backend_indexedchapter6.tex:869-1093source/id-ID/chapter6-unit-076.texbaca
077o014.aljabr2.chapter6.group-extensions-revisitedtranslated_source_unitMeninjau kembali ekstensi gruptranslated_backend_indexedchapter6.tex:1094-1221source/id-ID/chapter6-unit-077.texbaca
078o014.aljabr2.chapter6.cyclic-and-free-groupstranslated_source_unitContoh: grup siklik dan grup bebastranslated_backend_indexedchapter6.tex:1222-1360source/id-ID/chapter6-unit-078.texbaca
079o014.aljabr2.chapter6.finite-index-subgroupstranslated_source_unitSubgrup Berindeks Hinggatranslated_backend_indexedchapter6.tex:1361-1539source/id-ID/chapter6-unit-079.texbaca
080o014.aljabr2.chapter6.lhs-spectral-sequence-atranslated_source_unitBarisan spektral Lyndon–Hochschild–Serretranslated_backend_indexedchapter6.tex:1540-1631source/id-ID/chapter6-unit-080.texbaca
081o014.aljabr2.chapter6.lhs-spectral-sequence-btranslated_source_unitLhs Spectral Sequence Btranslated_backend_indexedchapter6.tex:1632-1739source/id-ID/chapter6-unit-081.texbaca
082o014.aljabr2.chapter6.cup-producttranslated_source_unitOperasi Hasil Kali Cawantranslated_backend_indexedchapter6.tex:1740-2123source/id-ID/chapter6-unit-082.texbaca
083o014.aljabr2.chapter6.tate-cohomologytranslated_source_unitKohomologi Tatetranslated_backend_indexedchapter6.tex:2124-2312source/id-ID/chapter6-unit-083.texbaca
084o014.aljabr2.chapter6.profinite-cohomology-atranslated_source_unitKohomologi grup profinittranslated_backend_indexedchapter6.tex:2313-2457source/id-ID/chapter6-unit-084.texbaca
085o014.aljabr2.chapter6.profinite-cohomology-btranslated_source_unitProfinite Cohomology Btranslated_backend_indexedchapter6.tex:2458-2603source/id-ID/chapter6-unit-085.texbaca
086o014.aljabr2.chapter6.nonabelian-cohomologytranslated_source_unitKohomologi Nonabeliantranslated_backend_indexedchapter6.tex:2604-2927source/id-ID/chapter6-unit-086.texbaca
087o014.aljabr2.chapter6.exercisestranslated_source_unitLatihantranslated_backend_indexedchapter6.tex:2928-3141source/id-ID/chapter6-unit-087.texbaca
088o014.aljabr2.chapter7.monoidal-algebrastranslated_source_unitTeori Monadtranslated_backend_indexedchapter7.tex:1-418source/id-ID/chapter7-unit-088.texbaca
089o014.aljabr2.chapter7.differential-graded-structurestranslated_source_unitContoh: Struktur Diferensial Bergradasitranslated_backend_indexedchapter7.tex:419-610source/id-ID/chapter7-unit-089.texbaca
090o014.aljabr2.chapter7.closed-monoidal-categoriestranslated_source_unitKategori Monoidal Tertutuptranslated_backend_indexedchapter7.tex:611-711source/id-ID/chapter7-unit-090.texbaca
091o014.aljabr2.chapter7.closed-structure-dgcattranslated_source_unitStudi Kasus: Struktur Tertutup pada Kategori-dgtranslated_backend_indexedchapter7.tex:712-891source/id-ID/chapter7-unit-091.texbaca
092o014.aljabr2.chapter7.coalgebra-to-hopf-atranslated_source_unitDari Koaljabar ke Aljabar Hopftranslated_backend_indexedchapter7.tex:892-1129source/id-ID/chapter7-unit-092.texbaca
093o014.aljabr2.chapter7.coalgebra-to-hopf-btranslated_source_unitCoalgebra To Hopf Btranslated_backend_indexedchapter7.tex:1130-1279source/id-ID/chapter7-unit-093.texbaca
094o014.aljabr2.chapter7.beck-monadicity-atranslated_source_unitTeorema Monadisitas Becktranslated_backend_indexedchapter7.tex:1280-1444source/id-ID/chapter7-unit-094.texbaca
095o014.aljabr2.chapter7.beck-monadicity-btranslated_source_unitBeck Monadicity Btranslated_backend_indexedchapter7.tex:1445-1660source/id-ID/chapter7-unit-095.texbaca
096o014.aljabr2.chapter7.morita-theory-atranslated_source_unitTeori Moritatranslated_backend_indexedchapter7.tex:1661-1805source/id-ID/chapter7-unit-096.texbaca
097o014.aljabr2.chapter7.morita-theory-btranslated_source_unitMorita Theory Btranslated_backend_indexedchapter7.tex:1806-1967source/id-ID/chapter7-unit-097.texbaca
098o014.aljabr2.chapter7.morita-theory-ctranslated_source_unitMorita Theory Ctranslated_backend_indexedchapter7.tex:1968-2035source/id-ID/chapter7-unit-098.texbaca
099o014.aljabr2.chapter7.identifying-module-categoriestranslated_source_unitMengenali Kategori Modultranslated_backend_indexedchapter7.tex:2036-2140source/id-ID/chapter7-unit-099.texbaca
100o014.aljabr2.chapter7.module-descenttranslated_source_unitPenerapan: Penurunan Modultranslated_backend_indexedchapter7.tex:2141-2305source/id-ID/chapter7-unit-100.texbaca
101o014.aljabr2.chapter7.galois-descenttranslated_source_unitPenerapan: Penurunan Galoistranslated_backend_indexedchapter7.tex:2306-2471source/id-ID/chapter7-unit-101.texbaca
102o014.aljabr2.chapter7.galois-descent-h1translated_source_unitKaitan antara Penurunan Galois dan H1translated_backend_indexedchapter7.tex:2472-2678source/id-ID/chapter7-unit-102.texbaca
103o014.aljabr2.chapter7.exercises-atranslated_source_unitLatihantranslated_backend_indexedchapter7.tex:2679-2827source/id-ID/chapter7-unit-103.texbaca
104o014.aljabr2.chapter7.exercises-btranslated_source_unitExercises Btranslated_backend_indexedchapter7.tex:2828-2944source/id-ID/chapter7-unit-104.texbaca
105o014.aljabr2.chapter7.exercises-ctranslated_source_unitExercises Ctranslated_backend_indexedchapter7.tex:2945-3002source/id-ID/chapter7-unit-105.texbaca
106o014.aljabr2.chapter8.simplicial-objectstranslated_source_unitMetode Simplisialtranslated_backend_indexedchapter8.tex:1-174source/id-ID/chapter8-unit-106.texbaca
107o014.aljabr2.chapter8.simplicial-setstranslated_source_unitHimpunan Simplisialtranslated_backend_indexedchapter8.tex:175-281source/id-ID/chapter8-unit-107.texbaca
108o014.aljabr2.chapter8.nerves-of-categoriestranslated_source_unitContoh: Saraf Kategoritranslated_backend_indexedchapter8.tex:282-453source/id-ID/chapter8-unit-108.texbaca
109o014.aljabr2.chapter8.geometric-realizationtranslated_source_unitFunktor Realisasi Geometristranslated_backend_indexedchapter8.tex:454-759source/id-ID/chapter8-unit-109.texbaca
110o014.aljabr2.chapter8.dold-kan-atranslated_source_unitKorespondensi Dold–Kantranslated_backend_indexedchapter8.tex:760-924source/id-ID/chapter8-unit-110.texbaca
111o014.aljabr2.chapter8.dold-kan-btranslated_source_unitDold Kan Btranslated_backend_indexedchapter8.tex:925-1058source/id-ID/chapter8-unit-111.texbaca
112o014.aljabr2.chapter8.homology-computationtranslated_source_unitPerhitungan Homologitranslated_backend_indexedchapter8.tex:1059-1228source/id-ID/chapter8-unit-112.texbaca
113o014.aljabr2.chapter8.bar-construction-atranslated_source_unitKonstruksi bartranslated_backend_indexedchapter8.tex:1229-1352source/id-ID/chapter8-unit-113.texbaca
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115o014.aljabr2.chapter8.bisimplicial-atranslated_source_unitObjek bisimplisialtranslated_backend_indexedchapter8.tex:1483-1564source/id-ID/chapter8-unit-115.texbaca
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129o014.aljabr2.chapter9.reconstruction-btranslated_source_unitReconstruction Btranslated_backend_indexedchapter9.tex:1369-1456source/id-ID/chapter9-unit-129.texbaca
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145o014.aljabr2.appendix-b.freyd-mitchelltranslated_source_unitTeorema Pembenaman Freyd--Mitchelltranslated_backend_indexedappendix2.tex:606-660source/id-ID/appendix2-unit-145.texbaca
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