FRUCHT R, HARARY F.On the corona of two graphs[J]. Aequationes Mathematicae, 1970, 4(3): 322-325.
[2]
CHINN P Z, YUAN J. The bandwidth of the corona of two graphs[J]. Congressus Numerantium, 1992: 141-141.
[3]
WILLIAMS K. On the minimum sum of the corona of two graphs[J]. Congressus Numerantium, 1993: 43-43.
[4]
NENOV N. Application of the corona-product of two graphs in Ramsey theory[J]. Annuaire Univ Sofia Fac Math Inform, 1985, 79(1): 349-355.
[5]
BONCHEV D, BALABAN A T, LIU X, et al. Molecular cyclicity and centricity of polycyclic graphs. I. Cyclicity based on resistance distances or reciprocal distances[J]. International Journal of Quantum Chemistry, 1994, 50(1): 1-20.
[6]
DAS K C, GUNGOR A D, CEVIK A S.On Kirchhoff index and resistance-distance energy of a graph[J]. Match-Communications in Mathematical and Computer Chemistry, 2012, 67(2): 541.
[7]
ESTRADA E, HATANO N. Topological atomic displacements, Kirchhoff and Wiener indices of molecules[J]. Chemical Physics Letters, 2010, 486(4): 166-170.
[8]
XIAO W J, GUTMAN I. Resistance distance and Laplacian spectrum[J]. Theoretical Chemistry Accounts, 2003, 110(4): 284-289.
[9]
ZHOU B, TRINAJSTIC N. A note on Kirchhoff index[J]. Chemical Physics Letters, 2008, 455(1): 120-123.
[10]
BABIC D, KLEIN D J, LUKOVITS I, et al. Resistance distance matrix: a computational algorithm and its application[J]. International Journal of Quantum Chemistry, 2002, 90(1): 166-176.
[11]
BAPAT R B, GUTMAN I, XIAO W J. A simple method for computing resistance distance[J]. Zeitschrift fur Naturforschung A, 2003, 58(9/10): 494-498.
[12]
KLEIN D J, RANDIC M. Resistance distance[J]. Journal of Mathematical Chemistry, 1993, 12(1): 81-95.
[13]
PALACIOS J L. Resistance distance in graphs and random walks[J]. International Journal of Quantum Chemistry, 2001, 81(1): 29-33.
[14]
ZHU H Y, KLEIN D J, LUKOVITS I. Extensions of the Wiener number[J]. Journal of Chemical Information and Computer Sciences, 1996, 36(3): 420-428.
[15]
BARIK S, PATI S, SARMA B K. The spectrum of the corona of two graphs[J]. SIAM Journal on Discrete Mathematics, 2007, 21(1): 47-56.
[16]
MCLEMAN C, MCNICHOLAS E. Spectra of coronae[J]. Linear Algebra and its Applications, 2011, 435(5): 998-1007.
[17]
CUI S Y, TIAN G X. The spectrum and the signless Laplacian spectrum of coronae[J]. Linear Algebra and its Applications, 2012, 437(7): 1692-1703.
[18]
HOU Y P, SHIU W C. The spectrum of the edge corona of two graphs[J]. Electron J Linear Algebra, 2010, 20(58): 6-594.
[19]
WANG S L, ZHOU B. The signless Laplacian spectra of the corona and edge corona of two graphs[J]. Linear and Multilinear Algebra, 2013, 61(2): 197-204.
[20]
LIU X G, LU P L. Spectra of subdivision-vertex and subdivision-edge neighbourhood coronae[J]. Linear Algebra and its Applications, 2013, 438(8): 3547-3559.
[21]
JOHNSON C R, HORN R A. Topics in matrix analysis[M]. Cambridge: Cambridge University, 1991: 411-426.
[22]
CVETKOVIC D M, DOOB M, SACHS H. Spectra of graphs: theory and application[M]. New York: Academic Press, 1980: 375-386.
[23]
GUTMAN I, MOHAR B. The Quasi-Wiener and the Kirchhoff indices coincide[J]. Journal of Chemical Information and Computer Sciences, 1996, 36(5): 982-985.
[24]
ZHANG F Z. The Schur complement and its applications[M].[S.l.]: Springer, 2006: 120.
