B. N. P. Agarwal

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Analyses of self-potential anomalies by conventional and extended Euler deconvolution techniques

B. N. P. Agarwal, Shalivahan Srivastava, S. Srivastava, 2009, Comput. Geosci..

A FORTRAN program to implement the method of finite elements to compute regional and residual anomalies from gravity data

B. N. P. Agarwal, Shalivahan Srivastava, S. Srivastava, 2010, Comput. Geosci..

Three criteria for the judgement of vertical continuation and derivative methods of geophysical interpretation: A discussion

B. N. P. Agarwal, Tarkeshwar Lal, B. Agarwal, 1970 .

FORTRAN codes to implement enhanced local wave number technique to determine the depth and location and shape of the causative source using magnetic anomaly

B. N. P. Agarwal, Shalivahan Srivastava, S. Srivastava, 2008, Comput. Geosci..

Use of Walsh transforms in estimation of depths of idealized sources from total-field magnetic anomalies

B. N. P. Agarwal, B. K. Nandi, Ranjit K. Shaw, 2007, Comput. Geosci..

A short note on: Identification of the shape of simple causative sources from gravity data

B. N. P. Agarwal, Ranjit K. Shaw, R. Shaw, 1997 .

The application of Walsh transforms to interpret gravity anomalies due to some simple geometrically shaped causative sources: A feasibility study

B. N. P. Agarwal, R. Shaw, B. Agarwal, 1990 .

APPLICATION OF RATIONAL APPROXIMATION IN CALCULATION OF THE SECOND DERIVATIVE OF THE GRAVITY FIELD

B. N. P. Agarwal, Tarkeshwar Lal, B. Agarwal, 1971 .

SEPARATION OF REGIONAL AND RESIDUAL ANOMALIES BY LEAST-SQUARES ORTHOGONAL POLYNOMIAL AND RELAXATION TECHNIQUES: A PERFORMANCE EVALUATION1

B. N. P. Agarwal, Ch. Sivaji, 1992 .

Quantitative Interpretation of Self-potential Anomalies

B. N. P. Agarwal, 1984 .