Claerbout, J. F., and Dellinger, J., 1986a, Eisner's reciprocity paradox and its resolution : Part Ie paradox: SEP--50, 99--102.
------ 1986b, Eisner's reciprocity paradox and its resolution : Part IIe resolution: SEP--50, 107--112.
Cole, S., and Dellinger, J., 1987a, Display of gray scale data on a bilevel output device : Addendum: SEP--56, 277.
------ 1987b, Display of grey scale data on a bilevel output device: SEP--51, 377--396.
Cole, S., and Dellinger, J., 1989, Vplot : SEP's plot language: SEP--60, 349--390.
Dellinger, J., and Etgen, J., 1989, Wavefield separation in three dimensions: SEP--61, 201--212.
Dellinger, J., and Mora, P., 1986, Accurate finite difference derivative operators by inversion: SEP--50, 85--94.
Dellinger, J., and Muir, F., 1985, Axisymmetric anisotropy I : Kinematics: SEP--42, 1--24.
Dellinger, J., and Muir, F., 1986a, Finite differencing with uneven spatial sampling: SEP--48, 269--276.
------ 1986b, NMO and beating the central limit theorem: SEP--48, 261--268.
Dellinger, J., and Muir, F., 1988, Migration equals focus plus map: SEP--57, 307--312.
Dellinger, J., and Muir, F., 1991, The double elliptic approximation in the group and phase domains: SEP--70, 361--366.
Dellinger, J., and Muir, F., 1993, Dix revisited: a formalism for rays in layered media: SEP--77, 325--336.
Dellinger, J., and Tálas, S., 1992, A tour of SEPlib for new users: SEP--73, 461--502.
Dellinger, J., and van Trier, J., 1990, Anisotropic finite difference traveltimes: SEP--65, 59--66.
Dellinger, J., and Vernik, L., 1991, Do core sample measurements record group or phase velocity: SEP--72, 247--264.
Dellinger, J., Kostov, C., and Rocca, F., 1988, Z transforms visualized on the complex plane: SEP--57, 523--538.
Dellinger, J., Muir, F., and Etgen, J., 1990, Putting Schoenberg Muir to the test: SEP--65, 157--166.
Dellinger, J., Muir, F., and Karrenbach, M., 1992, Anelliptic approximations for TI media: SEP--75, 333--354.
Dellinger, J., 1983, Looking at wave equations in amplitude phase coordinates: SEP--38, 235--242.
Dellinger, J., 1984, What is the median of 1,2,3,5 ?: SEP--41, 409--416.
Dellinger, J., 1985a, Some anisotropic modeling examples: SEP--44, 63--66.
------ 1985b, Two domains of anisotropy: SEP--44, 59--62.
Dellinger, J., 1987, Constrained inversion for finite difference operators: SEP--51, 175--184.
Dellinger, J., 1988, Wavefield separation in anisotropic media: SEP--59, 55--72.
Dellinger, J., 1989a, Anisotropic travel time inversion with error bars : Theory: SEP--60, 253--260.
------ 1989b, Recovering source properties from nine component monitor data: SEP--61, 155--164.
------ 1989c, Why does SEP still use vplot: SEP--61, 327--336.
Dellinger, J., 1991a, Anisotropic seismic wave propagation: SEP--69, 0.
------ 1991b, Anisotropy in three dimensions: SEP--69, 58--114.
------ 1991c, Anisotropy in two dimensions: SEP--69, 8--58.
------ 1991d, Finite-difference traveltimes: SEP--69, 114--136.
------ 1991e, From phase to group and back again: SEP--69, 143--151.
------ 1991f, Review of the Christoffel equation: SEP--69, 138--142.
Muir, F., and Dellinger, J., 1985, A practical anisotropic system: SEP--44, 55--58.
Muir, F., and Dellinger, J., 1988, A calculus for layered elastic media: SEP--57, 179--190.
Muir, F., Dellinger, J., Etgen, J., and Nichols, D., 1990, Modeling vector fields in regions with irregular boundaries: SEP--67, 11--18.
Woodward, M., and Dellinger, J., 1984, Median spectra: SEP--41, 35--50.
Zhang, L., Dellinger, J., and Muir, F., 1988, Unique solutions for l one norm problems: SEP--59, 87--96.