Briggs I. 1974. Machine contouring using minimum curvature. Geophysics, 39(1):39-48.
[2]
Carlos A M, Silva B C. 1995. Interpolation of potential-field data by equivalent layer and minimum curvature: A comparative analysis. Geophysics, 60(2):399-407.
[3]
Swain C J. 1976. A fortran Ⅳ program for interpolating irregularly spaced data using the difference equations for minimum curvature. Computer & Geoscience, 1:231-240.
[4]
Xiong L. 1999. Comparison of some gridding methods. The Leading Edge, 898-900.
[5]
Michael D O, Richard S S, Marc A V. 2005. Gridding aeromagnetic data using longitudinal and transverse horizontal gradients with the minimum curvature operator. The Leading Edge, 142-145.
[6]
Mickus K L, Aiken C L V, Kennedy W D. 1991. Regional-residual gravity anomaly separation using the minimum-curvature technique. Geophysics, 56(2):279-283.
[7]
Smith W H F, Wessel P. 1990. Gridding with continuous curvature splines in tension. Geophysics, 55(3):293-305.
[8]
Wang W Y, Qiu Z Y. 2011. The research to a stable minimum curvature gridding method in potential field data processing. Progress in Geophys. (in Chinese), 26(6):2003-2010,doi:10.3969/j.issn.1004-2903.
[9]
Wang W Y, Qiu Z Y, Liu J L, et al. 2009. The research to the extending edge and interpolation based on the minimum curvature method in potential field data processing. Progress in Geophys. (in Chinese), 24(4):1327-1338,doi:10.3969/j.issn.1004-2903.
[10]
Zhang Z H, Xu S Z, Yu H L, et al. 2011. Study of extending methods of iteration of downward continuation in potential field. Journal of Zhejiang University (Engineering Science), (in Chinese), 47(5):918-924,doi:10.3785/j.issn.1008-973X.
