Minimal model program for normal pairs along log canonical locus in complex analytic setting | Paper Citation Record

Observation 67bfe764-1d6e-418f-be1b-c1cae0c6149d · outbound

This paper cites Ambro, Quasi-log varieties, Trudy Mat.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Ambro, Quasi-log varieties, Trudy Mat

Reference 1

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Observation dac41404-6f96-420c-a03b-0e3af7bba50c · outbound

This paper cites Abramovich, K.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Abramovich, K

Reference 2

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Observation d8a87250-7c3d-4e82-9613-563d7567c064 · outbound

This paper cites Ambro, Shokurov's boundary property, J.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Ambro, Shokurov's boundary property, J

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Observation 945f8a6b-1583-483a-a3bc-3ede56398bf2 · outbound

This paper cites Ambro, The moduli b -divisor of an lc trivial fibration, Compos.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Ambro, The moduli b -divisor of an lc trivial fibration, Compos

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Observation e8717a10-98c1-4326-9629-2babf92985d6 · outbound

This paper cites Artebani, J.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Artebani, J

Reference 5

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Observation 7a023997-490f-4842-9861-143f0e23d7ab · outbound

This paper cites Ambro, J.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Ambro, J

Reference 6

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Observation 8307a71c-3129-4781-915e-2ad88eee0883 · outbound

This paper cites Araujo, Rationally connected varieties, http://preprint.impa.br/FullText/Araujo_Wed_Oct_27_16_20_11_EDT_2004.html/GHS_preprint.pdf.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Araujo, Rationally connected varieties, http://preprint.impa.br/FullText/Araujo_Wed_Oct_27_16_20_11_EDT_2004.html/GHS_preprint.pdf

Reference 7

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Observation b822bf84-2964-491b-8ded-6f63da18d173 · outbound

This paper cites Birkar, Log minimal models according to Shokurov, Algebra Number Theory 3 (2009), no.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Birkar, Log minimal models according to Shokurov, Algebra Number Theory 3 (2009), no

Reference 8

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Observation cb7097c5-b44c-43a7-85e0-0178666bd3f7 · outbound

This paper cites Birkar, On existence of log minimal models I\!I, J.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Birkar, On existence of log minimal models I\!I, J

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Observation 48f6d8ce-2b6e-479b-b6f4-d11f50463612 · outbound

This paper cites Birkar, Existence of log canonical flips and a special LMMP, Publ.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Birkar, Existence of log canonical flips and a special LMMP, Publ

Reference 10

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Observation 51611e65-983a-4c96-9389-1a6ff47770d2 · outbound

This paper cites Birkar, Anti-pluricanonical systems on Fano varieties, Ann.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Birkar, Anti-pluricanonical systems on Fano varieties, Ann

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Observation 2606e3b1-d506-4257-b92c-cac856e7fde6 · outbound

This paper cites Boundedness and volume of generalised pairs.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Boundedness and volume of generalised pairs

Reference 12

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Observation ecfda206-60d7-4d19-94e7-3a5f9915043c · outbound

This paper cites Birkar, P.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Birkar, P

Reference 13

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Observation 9cc3915f-9cfd-4a77-8599-a51d7ebfb37c · outbound

This paper cites Birkar, Z.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Birkar, Z

Reference 14

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Observation 9fa94c55-6340-4ff4-90a9-872378a7fad6 · outbound

This paper cites Birkar, Z.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Birkar, Z

Reference 15

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Observation 67f20c25-69ea-4509-8905-d7ef02675a7c · outbound

This paper cites Boucksom, J.-P.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Boucksom, J.-P

Reference 16

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Observation 8d8ef9f8-7202-4026-a423-f59b4af65657 · outbound

This paper cites Birkar, D.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Birkar, D

Reference 17

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Observation fc54d278-5edf-4bae-a53d-96f59e598e43 · outbound

This paper cites Boucksom, A.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Boucksom, A

Reference 18

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Observation ae41a915-10dd-4e95-8007-dff187e325ca · outbound

This paper cites Cascini, D.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Cascini, D

Reference 19

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Observation 046e58f7-1abd-48a6-badf-5ff22c78522e · outbound

This paper cites Campana, V.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Campana, V

Reference 20

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Observation 3f2f53c4-c57b-4d48-8742-b5082562601c · outbound

This paper cites an unresolved cited work.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Unresolved cited work

Reference 21

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Observation 6ec63f9e-a3aa-4209-b39b-31358ca55f41 · outbound

This paper cites Corti, Adjunction of log divisors, in Flips and abundance for algebraic threefolds , Ast\'erisque 211 (1992), 171--182.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Corti, Adjunction of log divisors, in Flips and abundance for algebraic threefolds , Ast\'erisque 211 (1992), 171--182

Reference 22

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Observation dd9b87d7-bff5-47ec-87e7-246298d23c98 · outbound

This paper cites Corti, V, Lazi\'c, New outlook of minimal model program, II, Math.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Corti, V, Lazi\'c, New outlook of minimal model program, II, Math

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Observation e5978b94-cbc0-47a6-8cf2-17ebe53e7942 · outbound

This paper cites Demailly, C.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Demailly, C

Reference 24

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Observation b69b44eb-3ad9-4463-8a2e-fa32cbb5497c · outbound

This paper cites Eckl, Numerical analogues of the Kodaira dimension and the abundance conjecture, Manuscripta Math.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Eckl, Numerical analogues of the Kodaira dimension and the abundance conjecture, Manuscripta Math

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Observation 02e2ca4c-37d8-4387-a7fe-9658deb65892 · outbound

This paper cites Enokizono, K.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Enokizono, K

Reference 26

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Observation cf343bb1-518d-4229-8226-31b3c9d694ff · outbound

This paper cites Enokizono, K.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Enokizono, K

Reference 27

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Observation 18425c39-ace8-417b-8069-7b8be2e45705 · outbound

This paper cites Filipazzi, J.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Filipazzi, J

Reference 28

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Observation 9208e349-cc08-499c-8c7c-cce35215fd02 · outbound

This paper cites Floris, V.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Floris, V

Reference 29

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Observation 13783fb7-49ed-4cc8-8771-5091e8a0a805 · outbound

This paper cites Fujino, Non-vanishing theorem for log canonical pairs, J.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Fujino, Non-vanishing theorem for log canonical pairs, J

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Observation 414f2d0c-1efd-4c0e-8a1e-e56150d5756d · outbound

This paper cites Fujino, Note on toric varieties from Mori theoretic viewpoint,.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Fujino, Note on toric varieties from Mori theoretic viewpoint,

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Observation 70ced1b3-4600-464b-a1bf-378e57affaff · outbound

This paper cites Fujino, Base Point Free Theorem of Reid-Fukuda Type, J.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Fujino, Base Point Free Theorem of Reid-Fukuda Type, J

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Observation 6d21cf04-9783-442d-b479-44601a67c211 · outbound

This paper cites Fujino, What is log terminal? In Flips for 3 -folds and 4 -folds, Oxford University Press (2007).

Minimal model program for normal pairs along log canonical locus in complex analytic setting Fujino, What is log terminal? In Flips for 3 -folds and 4 -folds, Oxford University Press (2007)

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Observation 29ffeb59-24ac-4c36-a836-3356b11e3e84 · outbound

This paper cites Fujino, Special termination and reduction to pl flips.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Fujino, Special termination and reduction to pl flips

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Observation 3698dba1-3585-406e-afd6-965e2406a4f7 · outbound

This paper cites Fujino, Finite generation of the log canonical ring in dimension four, Kyoto J.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Fujino, Finite generation of the log canonical ring in dimension four, Kyoto J

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Observation 72152c1c-c13c-4cfe-a043-708c874a0a6a · outbound

This paper cites Fujino, Effective base point free theorem for log canonical pairs-Koll\'ar type theorem, Tohoku Math.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Fujino, Effective base point free theorem for log canonical pairs-Koll\'ar type theorem, Tohoku Math

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Observation 7e2c1efa-6031-49a4-93d1-7c1c6753e0ba · outbound

This paper cites Fujino, Fundamental theorems for the log minimal model program, Publ.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Fujino, Fundamental theorems for the log minimal model program, Publ

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Observation 3520bd25-d4e6-4e96-8b21-7588f0d11fb5 · outbound

This paper cites Fujino, Basepoint-free theorems: saturation, b -divisors, and canonical bundle formula, Algebra Number Theory 6 (2012), no.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Fujino, Basepoint-free theorems: saturation, b -divisors, and canonical bundle formula, Algebra Number Theory 6 (2012), no

Reference 38

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Observation 82cef582-e7c8-4681-b548-c514a80229c6 · outbound

This paper cites Fujino, Notes on the weak positivity theorems, preprint (2015).

Minimal model program for normal pairs along log canonical locus in complex analytic setting Fujino, Notes on the weak positivity theorems, preprint (2015)

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Observation 69649dec-6a96-42d1-84e7-22b78db77d21 · outbound

This paper cites Fujino, Some remarks on the minimal model program for log canonical pairs, J.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Fujino, Some remarks on the minimal model program for log canonical pairs, J

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Observation d30dacab-7688-4e3a-b5e0-80346ec2243c · outbound

This paper cites Fujino, Fundamental theorems for semi log canonical pairs, Algebraic Geom.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Fujino, Fundamental theorems for semi log canonical pairs, Algebraic Geom

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Observation 493d28c0-809f-424d-a0db-baf3d9a24a4f · outbound

This paper cites Fujino, Basepoint-free theorem of Reid--Fukuda type for quasi-log schemes.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Fujino, Basepoint-free theorem of Reid--Fukuda type for quasi-log schemes

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Observation c895ef4f-e48d-4909-85df-a146eae0a237 · outbound

This paper cites Fujino, Foundations of the minimal model program , MSJ Mem.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Fujino, Foundations of the minimal model program , MSJ Mem

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Observation 5c95eeab-997e-4a0a-9f3f-fba85be2eb43 · outbound

This paper cites Fujino, Corrigendum: On subadditivity of the logarithmic Kodaira dimension, J.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Fujino, Corrigendum: On subadditivity of the logarithmic Kodaira dimension, J

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Observation cbac1d16-2439-458a-a39f-6d0ee67c37ad · outbound

This paper cites Minimal model program for projective morphisms between complex analytic spaces.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Minimal model program for projective morphisms between complex analytic spaces

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Observation 1b887332-275b-4bcf-97a1-95ac5c21a63a · outbound

This paper cites On quasi-log structures for complex analytic spaces.

Minimal model program for normal pairs along log canonical locus in complex analytic setting On quasi-log structures for complex analytic spaces

Reference 46

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Observation acb8ece4-8528-420b-a282-3d1b7ec4c7f8 · outbound

This paper cites Fujino, Cone and contraction theorem for projective morphisms between complex analytic spaces, MSJ Mem.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Fujino, Cone and contraction theorem for projective morphisms between complex analytic spaces, MSJ Mem

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Observation 5566ed2f-5d13-49fd-9c44-12becfad479e · outbound

This paper cites Fujino, Cone theorem and Mori hyperbolicity, J.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Fujino, Cone theorem and Mori hyperbolicity, J

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Observation 0a677329-0b8d-4db9-b501-2190a5d841a0 · outbound

This paper cites Fujino, On finiteness of relative pluricanonical representations, preprint (2025).

Minimal model program for normal pairs along log canonical locus in complex analytic setting Fujino, On finiteness of relative pluricanonical representations, preprint (2025)

Reference 49

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Observation e232f152-1c3f-49e9-a99a-26f7c59ce789 · outbound

This paper cites Fujino, Y.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Fujino, Y

Reference 50

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Observation 0cd1fd41-1879-4041-8752-ba076c06f0ce · outbound

This paper cites Fujino, Y.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Fujino, Y

Reference 51

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Observation 89bfe026-a421-4f4f-8a70-dd7fd1d540da · outbound

This paper cites Fujino, Y.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Fujino, Y

Reference 52

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Observation 87c56be7-e178-409b-b80e-31df35285fd1 · outbound

This paper cites Fujino, Y.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Fujino, Y

Reference 53

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Observation a6d7e3ed-165a-41cb-a841-1ee78a2f7f8e · outbound

This paper cites Fujino, Y.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Fujino, Y

Reference 54

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Observation e093aead-42bd-4925-bbe3-8ffb43694a1f · outbound

This paper cites Fujino, K.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Fujino, K

Reference 55

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Observation 9fbd7a65-e6d2-4ba9-9dc6-d1e3a00c3f76 · outbound

This paper cites Fujino, S.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Fujino, S

Reference 56

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Observation 3ae4c4ad-7d78-46e8-be5c-05051ff87964 · outbound

This paper cites Fujino, K.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Fujino, K

Reference 57

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Observation b3e40f31-6c2e-4a33-bd7f-5115b92452da · outbound

This paper cites Fukuda, A base point free theorem of Reid type.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Fukuda, A base point free theorem of Reid type

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Observation f7ee53c7-4942-465a-a440-ae22dde469da · outbound

This paper cites Fukuda, On numerically effective log canonical divisors, Int.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Fukuda, On numerically effective log canonical divisors, Int

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Observation 902d6c18-a888-4456-9982-a57f4201f54c · outbound

This paper cites Gongyo, On the minimal model theory for dlt pairs of numerical log kodaira dimension zero, Math.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Gongyo, On the minimal model theory for dlt pairs of numerical log kodaira dimension zero, Math

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Observation d78e5cde-7830-4cca-bdbc-ef52eea5b1b3 · outbound

This paper cites Gongyo, Remarks on the non-vanishing conjecture, Adv.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Gongyo, Remarks on the non-vanishing conjecture, Adv

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Minimal model program for normal pairs along log canonical locus in complex analytic setting Gongyo, B

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Minimal model program for normal pairs along log canonical locus in complex analytic setting Graber, J

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Reference 69

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This paper cites Hartshorne, Algebraic geometry , Graduate Texts in Mathematics, No.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Hartshorne, Algebraic geometry , Graduate Texts in Mathematics, No

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Minimal model program for normal pairs along log canonical locus in complex analytic setting Remarks on the abundance conjecture

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Minimal model program for normal pairs along log canonical locus in complex analytic setting Hashizume, Minimal model theory for relatively trivial log canonical pairs, Ann

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This paper cites Hashizume, Remarks on special kinds of the relative log minimal model program, Manuscripta Math.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Hashizume, Remarks on special kinds of the relative log minimal model program, Manuscripta Math

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This paper cites Hashizume, A class of singularity of arbitrary pairs and log canonicalizations, Asian J.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Hashizume, A class of singularity of arbitrary pairs and log canonicalizations, Asian J

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This paper cites Hashizume, Relations between two log minimal models of log canonical pairs, Int.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Hashizume, Relations between two log minimal models of log canonical pairs, Int

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This paper cites Finiteness of log abundant log canonical pairs in log minimal model program with scaling.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Finiteness of log abundant log canonical pairs in log minimal model program with scaling

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This paper cites Hashizume, Non-vanishing theorem for generalized log canonical pairs with a polarization, Selecta Math.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Hashizume, Non-vanishing theorem for generalized log canonical pairs with a polarization, Selecta Math

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This paper cites Hashizume, Minimal model program for normal pairs along log canonical locus, to appear in Forum Math.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Hashizume, Minimal model program for normal pairs along log canonical locus, to appear in Forum Math

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Observation 5ba979b4-4ad2-47c1-b30a-7c87798f6bc1 · outbound

This paper cites Hashizume, Z.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Hashizume, Z

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This paper cites Log abundance of the moduli b-divisors of lc-trivial fibrations.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Log abundance of the moduli b-divisors of lc-trivial fibrations

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Minimal model program for normal pairs along log canonical locus in complex analytic setting Hu, private conversation

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Observation 2bb040d1-db80-4941-85c7-98f9b85da268 · outbound

This paper cites Log canonical pairs with boundaries containing ample divisors.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Log canonical pairs with boundaries containing ample divisors

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Observation 5d7ce6a5-b95e-45f7-89c4-0caed649e379 · outbound

This paper cites Iitaka, Algebraic geometry: an introduction to the birational geometry of algebraic varieties, Springer-Verlag, 1982.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Iitaka, Algebraic geometry: an introduction to the birational geometry of algebraic varieties, Springer-Verlag, 1982

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This paper cites Kawamata, Pluricanonical systems on minimal algebraic varieties, Invent.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Kawamata, Pluricanonical systems on minimal algebraic varieties, Invent

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Minimal model program for normal pairs along log canonical locus in complex analytic setting Kawakita, Inversion of adjunction on log canonicity, Invent

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This paper cites Koll\'ar, Effective base point freeness, Math.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Koll\'ar, Effective base point freeness, Math

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This paper cites Koll\'ar,Adjunction and discrepancies, in Flips and abundance for algebraic threefolds , Ast\'erisque 211 (1992), 183--192.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Koll\'ar,Adjunction and discrepancies, in Flips and abundance for algebraic threefolds , Ast\'erisque 211 (1992), 183--192

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This paper cites Kawamata, Variation of mixed Hodge structures and the positivity for algebraic fiber spaces, Adv.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Kawamata, Variation of mixed Hodge structures and the positivity for algebraic fiber spaces, Adv

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This paper cites Kawamata, On the abundance theorem in the case of numerical Kodaira dimension zero, Amer.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Kawamata, On the abundance theorem in the case of numerical Kodaira dimension zero, Amer

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Minimal model program for normal pairs along log canonical locus in complex analytic setting Unresolved cited work

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Minimal model program for normal pairs along log canonical locus in complex analytic setting Koll\'ar, Rational curves on algebraic varieties , Ergebnisse der Mathematik und ihrer Grenzgebiete

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This paper cites Koll\'ar, Singularities of the Minimal Model Program , Cambridge Tracts in Mathematics 200.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Koll\'ar, Singularities of the Minimal Model Program , Cambridge Tracts in Mathematics 200

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This paper cites Koll\'ar, Log-plurigenera in stable families , Peking Math J.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Koll\'ar, Log-plurigenera in stable families , Peking Math J

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This paper cites Koll\'ar, Relative MMP without Q -factoriality, Electronic Research Archive 29 (2021), no.

Minimal model program for normal pairs along log canonical locus in complex analytic setting Koll\'ar, Relative MMP without Q -factoriality, Electronic Research Archive 29 (2021), no

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Minimal model program for normal pairs along log canonical locus in complex analytic setting Koll\'ar, S

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Minimal model program for normal pairs along log canonical locus in complex analytic setting Koll\'ar, S

Reference 100

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