Discrete Mathematical Analysis (DMA) is a method of analyzing discrete data that actively uses fuzzy mathematics (FM) and fuzzy logic (FL), which allows it to take into account the opinion and experience of the researcher to a much greater extent than classical methods. The latest results of DMA in studying discrete functions using FL, clustering in complex multidimensional arrays, as well as a constructive description of the variety of solutions to systems of linear algebraic equations (SLAE) allow us to propose a new version of geophysical integration, in which FM and FL, and therefore the researcher, play a major role. The work is devoted to the presentation of the concept of geophysical integration. It is based on the theoretical apparatus of DMA, FM and FL and practical, geophysical results of using DMA as demonstrative examples.
S.M. Agayan (2025) studied this question.