Journal of Mining Engineering

Journal of Mining Engineering

Integration of seismic refraction tomography and electrical resistivity data inversion results using spectral clustering method for evaluation of the quality of the subsurface rock mass


منابع
[1] Ng, A.Y., Jordan, M., and Weiss, Y., 2002, On
spectral clustering: analysis and an algorithm:
Advances in Neural Information Processing Systems,
14.
[2] Tenenbaum, J.B., deSilva, V., and Langford, J.C.,
2000, A global geometric framework for nonlinear
dimensionality reduction: Science, 290, p. 2319–2323.
[3] Roweis, S.T and Saul, L.K., 2000, Nonlinear
dimensionality reduction by locally linear embedding:
Science, 290, p. 2323–2326.
[4] Zhang , T., et al., 2008, A unifying framework for
spectral analysis based dimensionality reduction: in
IEEE World Congress on Computational Intelligence.
[5] Chung, F.R.K., 1997, Spectral Graph Theory:
CBMS Regional Conference Series in Mathematics, 92.
5
6
ب مُه محمدی، اب اًلقاسم کامکار ریحاوی وشری علمی_پژی شَی م ىُدسی
معدن
01
[6] Müller, K.R., et al., 2001, An introduction to kernelbased
learning algorithms: Neural Networks, IEEE
Transaction on, 12(2), p. 181–202.
[7] Schölkopf, B. and A.J. Smola., 2002, Learning with
Kernels, Support Vector Machines, Regularization,
Optimization, and Beyond: Cambridge, MA, USA, MIT
Press.
[8] Donath, W.E and Hoffman, A.J., 1973, Lower
bounds for the partitioning of graphs: IBM J. Res.
Develop, Vol. 17, No. 5, pp. 420-425.
[9] TREMBLAY, N., PUY, G., GRIBONVAL, R.,
VANDERGHEYNST, P., 2016, Compressive Spectral
Clustering: Proceedings of the 33 rd International
Conference on Machine Learning, New York, NY,
USA, JMLR: W&CP volume 48.
[10] von Luxburg, U., 2007, A tutorial on spectral
clustering: Statistics and Computing, 17, 395–416.
[11] Auffarth, B., 2007, Spectral Graph Clustering:
Universitat de Barcelona, course report for T´ecnicas
Avanzadas de Aprendizaje at Universitat Politecnica de
Catalunya.
[12] Hadjighasem, A., Karrasch, D., Teramoto, H.,
Haller, G., 2016, Spectral-clustering approach to
Lagrangian vortex detection: PHYSICAL REVIEW E
93, 063107.
[13] Wu, S., Feng, X., Zhou, W., 2014, Spectral
clustering of high-dimensional data exploiting sparse
representation vectors: Neurocomputing 135, 229–239.
[14] Scott, G.L. and Longuet-Higgins, H.C., 1990,
Feature grouping by relocalisation of eigenvectors of
the proxmity matrix: in British Machine Vision
Conference, p. 103-108.
[15] Perona, P. and Freeman, W.T., 1998, A
factorization approach to grouping: in ECCV.
[16] Shi, J., and Malik, J., 2000, Normalized cuts and
image segmentation: IEEE Transactions on Pattern
Analysis and Machine Intelligence, 22, 888–905.
[17] Meila, M., and Shi, J., 2001, Learning
segmentation by random walks: Leen, T.K., Dietterich,
T. G., and Tresp, V., eds., Advances in neural
information processing systems 13, MIT Press, 873–
879.
[18] Zelnik-Manor, L., and Perona, P., 2005, Self-tuning
spectral clustering: Saul, L. K., Weiss, Y., and Bottou,
L., eds., Advances in neural information processing
systems 17, MIT Press, 1601–1608.
[19] Zhang, X., Jiao, L., Liu, F., Bo, L., and Gong, M.,
2008, Spectral clustering ensemble applied to SAR
image segmentation: IEEE Transactions on Geoscience
and Remote Sensing, 46, 2126–2136.
[20] Zhou, H., 1997, Determination of velocities and
interfaces by multi-scale tomography: 67th Ann.
Internat. Mtg, Society of Exploration Geophysicists,
Expanded Abstracts, pp.1877-1880.
[21] Zhou, H., 2003, Multi-scale traveltime
tomography: Geophysics, 68, pp.1639-1649.
[22] Lehmann, B., 2007, Seismic travel time
tomography for еnginееring and ехрlоrаtiоn
аррliсаtiоns: EAGE Publications bv, pp.14.
[23] Loke M.H., Barker, R.D., 1996a, Rapid leastsquare
inverson of apparent resistivity pseudosections
using a quasi-Newton method: Geophysical Prospecting,
44, 131-152
[24] Loke, M.H., 2004, Tutorial: 2-D and 3-D electrical
imaging surveys.
[25] Desgraupes, B., 2013, Clustering Indices:
University Paris Ouest, Lab Modal’X.
[26] Kanaan, EL.B., Fadi, EL.F., Ashour, W., 2014,
Spectral Clustering Using Optimized Gaussian Kernel
Function: International Journal of Artificial Intelligence
and Applications for Smart Devices, Vol.2 , No.1, pp.
41-56.
[27] Hachmoler, B., Paasche, H., 2013, Integration of
surface-based tomographic models for zonation and
multimodel guided extrapolation of sparsely known
petrophysical parameters: GEOPHYSICS, VOL.78,
NO.4, PP43-53.
[28] West, D., 2007, Introduction to graph theory:
Prentice Hall.
Volume 13, Issue 38
Spring 2018
Pages 1-10

  • Receive Date 06 November 2016
  • Revise Date 31 January 2018
  • Accept Date 10 March 2018