Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices | Paper Citation Record

Observation 342df853-d9c3-4e15-945e-81fd23c1c067 · outbound

This paper cites Meanempiricalspectraldistributionfunctionκ 1(x) = ⟨iC (x)⟩for Erdős–Rényi adjacency matrices with mean con- nectivityc= 2,3,5.

Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Meanempiricalspectraldistributionfunctionκ 1(x) = ⟨iC (x)⟩for Erdős–Rényi adjacency matrices with mean con- nectivityc= 2,3,5

Reference 1

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Observation 4bc40713-df3b-4a68-9f8e-85c364cb9ca1 · outbound

This paper cites 015 y0 = 1.

Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices 015 y0 = 1

Reference 2

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Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Unresolved cited work

Reference 3

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Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Unresolved cited work

Reference 4

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Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Unresolved cited work

Reference 5

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Observation 3f2803bd-f49a-4d03-aca4-5eece000c01a · outbound

This paper cites Wishart, The generalised product moment distribu- tion in samples from a normal multivariate population, Biometrika20A, 32 (1928).

Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Wishart, The generalised product moment distribu- tion in samples from a normal multivariate population, Biometrika20A, 32 (1928)

Reference 6

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Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Unresolved cited work

Reference 7

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Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Unresolved cited work

Reference 8

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Observation 4ffa0d04-fcf2-4084-af1e-19f1f8042c6c · outbound

This paper cites Akemann, J.

Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Akemann, J

Reference 9

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Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Unresolved cited work

Reference 10

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Observation 8b5fe66f-695e-498b-87a6-411e6631e402 · outbound

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Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Unresolved cited work

Reference 11

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Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Unresolved cited work

Reference 12

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Observation cb084c84-a13d-4b2b-9b50-e2cefbf16488 · outbound

This paper cites Erdős and H.-T.

Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Erdős and H.-T

Reference 13

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Observation 186feaf3-61ca-45b6-a4da-54997b3e3482 · outbound

This paper cites Tao,Topics in Random Matrix Theory, Graduate Studies in Mathematics, Vol.

Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Tao,Topics in Random Matrix Theory, Graduate Studies in Mathematics, Vol

Reference 14

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Observation 0161232b-b8af-4df4-8b38-ce8b4dfe0400 · outbound

This paper cites van Mieghem,Graph Spectra for Complex Networks (Cambridge University Press, 2010).

Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices van Mieghem,Graph Spectra for Complex Networks (Cambridge University Press, 2010)

Reference 15

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Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Unresolved cited work

Reference 16

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Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Unresolved cited work

Reference 17

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Observation b4ec074b-13a7-4613-8e92-5070d96e4f82 · outbound

This paper cites Bauer and O.

Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Bauer and O

Reference 18

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Observation d8209931-5e3f-49f1-9c3e-32383c8c07fc · outbound

This paper cites Khorunzhy, M.

Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Khorunzhy, M

Reference 19

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Observation 8b19fa43-425e-4d5b-87fb-00d72e80840a · outbound

This paper cites Semerjian and L.

Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Semerjian and L

Reference 20

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Observation 6564f51d-5823-4b5e-8ece-93bb54cd1a1e · outbound

This paper cites Abou-Chacra, D.

Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Abou-Chacra, D

Reference 21

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Observation 7693faf1-64db-4a53-9f9f-2ab43adc5aaa · outbound

This paper cites Fyodorov and A.

Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Fyodorov and A

Reference 22

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Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Unresolved cited work

Reference 23

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Observation cdba88f9-0e91-4bc9-982a-daa370e4f022 · outbound

This paper cites Statistics of delta peaks in the spectral density of large random trees.

Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Statistics of delta peaks in the spectral density of large random trees

Reference 24

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Observation 9328f805-4f4e-4237-864d-08ba922a20d0 · outbound

This paper cites Benaych-Georges, C.

Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Benaych-Georges, C

Reference 25

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Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Unresolved cited work

Reference 26

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Observation c1be7a9e-2e30-4352-97f3-33795187605b · outbound

This paper cites Maritan, Predicting the stability of large structured food webs, Nat.

Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Maritan, Predicting the stability of large structured food webs, Nat

Reference 27

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Observation 55927e7a-918c-4d7b-bcf4-2e133d34ab89 · outbound

This paper cites Grilli, T.

Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Grilli, T

Reference 28

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Observation fb9e58ef-2f34-422d-acfb-caf86b31901c · outbound

This paper cites Gibbs, J.

Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Gibbs, J

Reference 29

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Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Unresolved cited work

Reference 30

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Observation f08c3e16-c26e-466c-a234-627033bba9b9 · outbound

This paper cites Ahmadian, F.

Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Ahmadian, F

Reference 31

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Observation 1d5fc141-19bd-45b8-ac8f-7a46d6f5cdbd · outbound

This paper cites Diaconis and S.

Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Diaconis and S

Reference 32

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Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Unresolved cited work

Reference 33

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Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Unresolved cited work

Reference 34

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Observation ed1e4ecb-e9cb-434a-a554-06eebbcca0a7 · outbound

This paper cites Ben Arous and A.

Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Ben Arous and A

Reference 35

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Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Hiai and D

Reference 36

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Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Unresolved cited work

Reference 37

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Observation c81e8784-5b9c-4e97-a0e1-fa6f6ef3bc7b · outbound

This paper cites Spectral large deviations of sparse random matrices.

Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Spectral large deviations of sparse random matrices

Reference 38

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Observation 7352b100-195e-4d1f-9605-d77a76f504e6 · outbound

This paper cites Large deviations of the empirical spectral measure of supercritical sparse Wigner matrices.

Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Large deviations of the empirical spectral measure of supercritical sparse Wigner matrices

Reference 39

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Observation b6ba126d-6939-4c8b-98c3-58c496a8eaeb · outbound

This paper cites Central limit theorems for linear spectral statistics of inhomogeneous random graphs with graphon limits.

Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Central limit theorems for linear spectral statistics of inhomogeneous random graphs with graphon limits

Reference 40

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Observation ad43d1b7-c2c7-4050-909e-9501ea7702d4 · outbound

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Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Unresolved cited work

Reference 41

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Observation a4292b51-0ab3-4d0a-99fe-c7c851a8bdc9 · outbound

This paper cites Mézard, G.

Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Mézard, G

Reference 42

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This paper cites Mézard and A.

Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Mézard and A

Reference 43

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This paper cites Mézard and G.

Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Mézard and G

Reference 44

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Observation 9e94f7dc-7e0c-46af-82ab-c4a84ba1b1d8 · outbound

This paper cites Kühn, Spectra of sparse random matrices, J.

Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Kühn, Spectra of sparse random matrices, J

Reference 45

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Observation a2206ea3-fc7d-4e58-bd58-4f111836fc01 · outbound

This paper cites Rogers, I.

Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Rogers, I

Reference 46

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Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Unresolved cited work

Reference 47

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Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Bordenave and M

Reference 48

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Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Unresolved cited work

Reference 49

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Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Unresolved cited work

Reference 50

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Observation 8bda0969-94db-4b7e-be6d-61b285dc9efa · outbound

This paper cites Pérez Castillo and F.

Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Pérez Castillo and F

Reference 51

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Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Dembo and O

Reference 52

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Observation c0c64938-2b0a-4379-a7b6-926b759358b3 · outbound

This paper cites Touchette, The large deviation approach to statistical mechanics, Phys.

Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Touchette, The large deviation approach to statistical mechanics, Phys

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Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Unresolved cited work

Reference 54

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This paper cites Debrecen6, 290 (1959).

Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Debrecen6, 290 (1959)

Reference 55

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Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Unresolved cited work

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Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Guzmán-González and I

Reference 57

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Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Unresolved cited work

Reference 58

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This paper cites Pérez Castillo and F.

Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Pérez Castillo and F

Reference 59

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Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Unresolved cited work

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This paper cites Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices.

Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices

Reference 61

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Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Unresolved cited work

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Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Unresolved cited work

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Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices Unresolved cited work

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Observation b73f64b6-7bce-4b6d-9375-911927fceae3 · outbound

This paper cites n+ lY a=1 δ(yla −y laj) #.

Replica theory for the rate functional of the empirical spectral distribution function of diluted Hermitian matrices n+ lY a=1 δ(yla −y laj) #

Reference 65

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