Paper Citation Record · LEDGER

Remarks on Relative Canonical Bundles and Algebraicity Criteria for Foliations in K\"ahler context

As of 10 August 2026, this Paper Citation Record lists 43 of 43 outbound references and 6 inbound Pith citation observations for arXiv:2502.02183.

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pith.paper-citation-record.v1
2502.02183 v2

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Outbound references

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Remarks on Relative Canonical Bundles and Algebraicity Criteria for Foliations in K\"ahler context Unresolved cited work

Reference 1

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This paper cites In Foliation theory in algebraic geometry, Simons Symp., pages 21–51.

Remarks on Relative Canonical Bundles and Algebraicity Criteria for Foliations in K\"ahler context In Foliation theory in algebraic geometry, Simons Symp., pages 21–51

Reference 2

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Remarks on Relative Canonical Bundles and Algebraicity Criteria for Foliations in K\"ahler context Unresolved cited work

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This paper cites In Geometric aspects of Dwork theory.

Remarks on Relative Canonical Bundles and Algebraicity Criteria for Foliations in K\"ahler context In Geometric aspects of Dwork theory

Reference 4

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Remarks on Relative Canonical Bundles and Algebraicity Criteria for Foliations in K\"ahler context Algebraic Geom

Reference 6

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Remarks on Relative Canonical Bundles and Algebraicity Criteria for Foliations in K\"ahler context Internat

Reference 7

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Remarks on Relative Canonical Bundles and Algebraicity Criteria for Foliations in K\"ahler context Internat

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Remarks on Relative Canonical Bundles and Algebraicity Criteria for Foliations in K\"ahler context Bull.Soc

Reference 14

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This paper cites Convex and complex: perspectives on positivity in geometry , 53–82.

Remarks on Relative Canonical Bundles and Algebraicity Criteria for Foliations in K\"ahler context Convex and complex: perspectives on positivity in geometry , 53–82

Reference 15

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This paper cites Journal f¨ ur die reine und angewandte Mathematik 2014 (724).

Remarks on Relative Canonical Bundles and Algebraicity Criteria for Foliations in K\"ahler context Journal f¨ ur die reine und angewandte Mathematik 2014 (724)

Reference 16

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This paper cites Diﬀerential Geom., 37(2):323–374, 1993.

Remarks on Relative Canonical Bundles and Algebraicity Criteria for Foliations in K\"ahler context Diﬀerential Geom., 37(2):323–374, 1993

Reference 20

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Remarks on Relative Canonical Bundles and Algebraicity Criteria for Foliations in K\"ahler context International Press, Somerville, MA; Higher Education Press, Beijing, 2012

Reference 21

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This paper cites Math., 211(1):245–296, 2018.

Remarks on Relative Canonical Bundles and Algebraicity Criteria for Foliations in K\"ahler context Math., 211(1):245–296, 2018

Reference 24

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Remarks on Relative Canonical Bundles and Algebraicity Criteria for Foliations in K\"ahler context Unresolved cited work

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Remarks on Relative Canonical Bundles and Algebraicity Criteria for Foliations in K\"ahler context Fujiki: Deformation of uniruled manifolds

Reference 26

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Remarks on Relative Canonical Bundles and Algebraicity Criteria for Foliations in K\"ahler context Le th´ eor` eme de l’excentricit´ e nulle,C

Reference 27

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Remarks on Relative Canonical Bundles and Algebraicity Criteria for Foliations in K\"ahler context Graber, J

Reference 28

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Remarks on Relative Canonical Bundles and Algebraicity Criteria for Foliations in K\"ahler context On the Canonical Bundle Formula and Adjunction for Generalized Kaehler Pairs

Reference 30

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Remarks on Relative Canonical Bundles and Algebraicity Criteria for Foliations in K\"ahler context Math., 216(2):395–419, 2019

Reference 31

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Remarks on Relative Canonical Bundles and Algebraicity Criteria for Foliations in K\"ahler context Levine: Deformations of uni-ruled varieties

Reference 34

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Remarks on Relative Canonical Bundles and Algebraicity Criteria for Foliations in K\"ahler context Li and S.-T

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Remarks on Relative Canonical Bundles and Algebraicity Criteria for Foliations in K\"ahler context L¨ ubke and A

Reference 36

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Remarks on Relative Canonical Bundles and Algebraicity Criteria for Foliations in K\"ahler context A characterization of uniruled compact K\"ahler manifolds

Reference 37

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Remarks on Relative Canonical Bundles and Algebraicity Criteria for Foliations in K\"ahler context Algebraic Geom

Reference 40

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Remarks on Relative Canonical Bundles and Algebraicity Criteria for Foliations in K\"ahler context Math., 134 (1998), 661–673

Reference 42

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Remarks on Relative Canonical Bundles and Algebraicity Criteria for Foliations in K\"ahler context Properness criteria for families of coherent analytic sheaves

Reference 43

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Pith citing papers

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Compact K\"ahler manifolds with nef anti-canonical bundle cites this paper.

Compact K\"ahler manifolds with nef anti-canonical bundle Remarks on Relative Canonical Bundles and Algebraicity Criteria for Foliations in K\"ahler context

Reference 16

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The Miyaoka-Yau inequality for singular varieties with big canonical or anticanonical divisors Remarks on Relative Canonical Bundles and Algebraicity Criteria for Foliations in K\"ahler context

Reference 2025

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Simply connectedness of K\"ahler and Riemannian manifolds via spectral estimates (with an appendix by Shiyu Zhang) cites this paper.

Simply connectedness of K\"ahler and Riemannian manifolds via spectral estimates (with an appendix by Shiyu Zhang) Remarks on Relative Canonical Bundles and Algebraicity Criteria for Foliations in K\"ahler context

Reference 11

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Bogomolov decomposition and compact K{\"a}hler manifolds of algebraic dimension zero cites this paper.

Bogomolov decomposition and compact K{\"a}hler manifolds of algebraic dimension zero Remarks on Relative Canonical Bundles and Algebraicity Criteria for Foliations in K\"ahler context

Reference 24

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Observation 08c779e4-b8d0-4bd3-8fa7-e2a2aba52d4f · inbound

Bogomolov decomposition and compact K{\"a}hler manifolds of algebraic dimension zero cites this paper.

Bogomolov decomposition and compact K{\"a}hler manifolds of algebraic dimension zero Remarks on Relative Canonical Bundles and Algebraicity Criteria for Foliations in K\"ahler context

Reference 24

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Semipositivity of the orbifold second Chern class in Fujiki's class cites this paper.

Semipositivity of the orbifold second Chern class in Fujiki's class Remarks on Relative Canonical Bundles and Algebraicity Criteria for Foliations in K\"ahler context

Reference 9

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