Global Imaging of the Earth’s Deep Interior: Seismic Constraints on (An)isotropy, Density and Attenuation - Physics and Chemistry of the Deep Earth - page 342

Backus, G. E., 1962. Long-wave elastic anisotropy pro-
duced by horizontal layering, J Geophys Res , 67 ,
4427-4440.
Bamberger, A., Chavent, G., Hemons, C., & Lailly, P.,
1982. Inversion of normal incidence seismograms,
Geophysics , 47 , 757-770.
Becker, T. W., Ekstr om, G., Boschi, L., & Woodhouse,
J. H., 2007. Length scales, patterns and origin of
azimuthal seismic anisotropy in the upper mantle as
mapped by Rayleigh waves, Geophys J Intern , 171 (1),
451-462.
Becker, T. W., Kustowski, B., & Ekstr om, G., 2008.
Radial seismic anisotropy as a constraint for up-
per mantle rheology, Earth Planet Sci Lett , 267 (1-2),
213-227.
Beghein, C. & Trampert, J., 2003. Robust normal mode
constraints on inner-core anisotropy from model
space search, Science , 299 (5606), 552-555.
Bernauer, M., Fichtner, A., & Igel, H., 2009. Infer-
ring Earth structure from combined measurements
of rotational and translational ground motions, Geo-
physics , 74 , WCD41-WCD47.
Bijwaard, H. & Spakman, W., 2000. Non-linear global
P-wave tomography by iterated linearized inversion,
Geophys J Intern , 141 (1), 71-82.
Billien, M., Leveque, J.-J., & Trampert, J., 2000. Global
maps of Rayleigh wave attenuation for periods be-
tween 40 and 150 seconds, Geophys Res Lett , 27 ,
3619-3622.
Bozdag, E. & Trampert, J., 2008. On crustal corrections
in surface wave tomography, Geophys J Intern , 172 (3),
1066-1082.
Canas, J. A. & Mitchell, B. J., 1978. Lateral variations of
surface wave attenuation across the Pacific, Bull Seis
Soc Amer , 68 , 1637-1650.
Capdeville, Y., Guillot, L., & Marigo, J. J., 2010. 2D
nonperiodic homogenization to upscale elastic media
for P-SV waves, Geophys J Intern , 182 , 903-922.
Chan, W. W. &Der, Z. A., 1988. Attenuation of multiple
ScS in various parts of the world, Geophys J , 92 ,
303-314.
Chen, P., Zhao, L., & Jordan, T. H., 2007. Full 3D to-
mography for the crustal structure of the Los Angeles
region, Bull Seis Soc Amer , 97 , 1094-1120.
Cheng, H.-X. & Kennett, B. L. N., 2002. Frequency
dependence of seismic wave attenuation in the up-
per mantle beneath the Australian region, Geophys J
Intern , pp. 45-57.

Chevrot, S., 2006. Finite-frequency vectorial tomogra-
phy: A new method for high-resolution imaging of
upper mantle anisotropy, Geophys J Intern , 165 (2),
641-657.
Dahlen, F., Hung, S.-H., & Nolet, G., 2000. Fr echet
kernels for finite-frequency traveltimes - I. Theory,
Geophys J Intern , 141 , 157-174.
Dalton,C.A.&Ekstrom, G., 2006. Global models
of surface wave attenuation, J Geophys Res , 111 ,
doi:10.1029/2005JB003997.
Dalton, C. A., Ekstr om, G., & Dziewonski, A. M., 2008.
The global attenuation structure of the upper mantle,
J Geophys Res , 113 , doi:10.1029/2007JB005429.
DeRujula,A.,Glashow,S.L.,Wilson,R.R.,&Charpak,
G., 1983. Neutrino exploration of the Earth, Phys Rep ,
99 , 341-396.
de Wit, R., Trampert, J., & van der Hilst, R., 2012.
Towards quantifying uncertainty in travel time to-
mography using the null space shuttle, J Geophys
Res , 117 , B03301, doi:10.1029/2011JB008754.
Deal, M. M. & Nolet, G., 1996. Nullspace shuttles,
Geophys J Intern , 124 (2), 372-380.
Deuss, A., Irving, J., & Woodhouse, J., 2010. Regional
variation of inner core anisotropy from seismic nor-
mal mode observations, Science , 328 , 1018-1020.
Deuss, A., Ritsema, J., & van Heijst, H. J., 2011. Splitting
function measurements for Earth's longest-period
normal-modes using recent earthquakes, Geophys
Res Lett , 38 , L04303, doi:10.1029/2010JB046115.
Dumbser, M., Kaser, M., & de la Puente, J., 2007. Ar-
bitrary high-order finite volume schemes for seismic
wave propagation on unstructured meshes in 2D and
3D, Geophys J Intern , 171 , 665-694.
Durek, J. J. & Ekstr om, G., 1996. A radial model of
anelasticity consistent with long-period surface wave
attenuation, Bull Seis Soc Amer , 86 , 144-158.
Durek, J. J., Ritzwoller, M. H., & Woodhouse, J. H.,
1993. Constraining upper mantle anelasticity using
surface wave amplitude anomalies, Geophys J Intern ,
114 , 249-272.
Dziewonski, A. M., 1984. Mapping the lower mantle:
Determination of lateral heterogeneity in P veloc-
ity up to degree and order 6, J Geophys Res , 89 ,
5929-5952.
Dziewonski, A. M. &Anderson, D. L., 1981. Preliminary
reference Earth model, Phys Earth Planet Inter , 25 ,
297-356.
Ekstr om, G., 2011. A global model of Love and Rayleigh
surface-wave dispersion and anisotropy, 25-250 sec-
onds, Geophys J Intern , 187 , 1668-1686.