Space–Time Mathematical Framework for Sedimentary Geology Jean-Laurent Mallet OriginalPaper Pages: 1 - 32
Describing the Geometry of 3D Fracture Systems by Correcting for Linear Sampling Bias Olivier FouchéJean Diebolt OriginalPaper Pages: 33 - 63
Experimental Assessment of Gradual Deformation Method Ning LiuDean S. Oliver OriginalPaper Pages: 65 - 77
Detecting Randomness in Spatial Point Patterns: A “Stat-Geometrical” Alternative Paulo Sérgio LucioNilson Luiz Castelucio de Brito OriginalPaper Pages: 79 - 99
An Application of Bayesian Inverse Methods to Vertical Deconvolution of Hydraulic Conductivity in a Heterogeneous Aquifer at Oak Ridge National Laboratory Michael N. FienenPeter K. KitanidisPhilip Jardine OriginalPaper Pages: 101 - 126
Applicability of a Backprojection Algorithm to Reconstruct Images of Subsurface Horizontal Planes for Laboratory Experiments in Electrical Resistance Tomography Josep JordanaRamon Pallàs-Areny OriginalPaper Pages: 127 - 141
Book Review: Collecting Spatial Data: Optimum Design of Experiments for Random Fields (2nd Edition). By Werner G. Müller. Physica-Verlag, Heidelberg, 2001, 196 p., US$63 (paperbound), ISBN 3-7908-1333-8 Thomas A. Jones BookReview Pages: 143 - 145