Citation: Yb. Pan et G. Sampson, THE COMPLETE (L-P, L-P) MAPPING PROPERTIES FOR A CLASS OF OSCILLATORYINTEGRALS, The journal of fourier analysis and applications, 4(1), 1998, pp. 93-103
Citation: G. Sampson, SPATIAL-ANALYSIS OF LOWER PALEOLITHIC SETTLEMENT PATTERN IN CENTRAL SOUTH-AFRICA, Journal of Human Evolution, 34(3), 1998, pp. 18-18
Citation: P. Lloyd et G. Sampson, COMPETITION AND TRADE-POLICY - IDENTIFYING THE ISSUES AFTER THE URUGUAY-ROUND, World economy, 18(5), 1995, pp. 681-705
Citation: G. Sampson, NONCONVOLUTION OPERATORS WITH OSCILLATING-KERNELS THAT MAP B-1(0,1) INTO ITSELF AND MAP L(P) INTO, Journal of mathematical analysis and applications, 192(1), 1995, pp. 71-95
Citation: P. Mayer et al., SERVICE LIFE OF POSTS FROM ALASKA TREE SPECIES TREATED BY NON-PRESSURE METHODS, Forest products journal, 45(11-12), 1995, pp. 53-56
Citation: Gm. Strunz et al., ON THE BAYLIS-HILLMAN REACTION OF ACRYLATE, ACRYLONITRILE, AND ACROLEIN WITH SOME NONENOLIZABLE ALPHA-DICARBONYL COMPOUNDS - SYNTHESIS OF PHYTOTOXIC BIPOLAROXIN MODELS, Canadian journal of chemistry, 73(10), 1995, pp. 1666-1674
Citation: Gs. Desouza et G. Sampson, A FUNCTION IN THE DIRICHLET SPACE SUCH THAT ITS FOURIER-SERIES DIVERGES ALMOST EVERYWHERE, Proceedings of the American Mathematical Society, 120(3), 1994, pp. 723-726