Geospatial Integrations from Euclidean to Fractal geometry (1st consideration:Oil traps prospecting programs in Iran) Reza Mehrnia Ministry of Science , Research & Technology Distance Education Univ, (payam noor), Iran Email: srmehrnia@yahoo.com This paper introduced to modern geospatial strategies associate with fractal peculiarities as essential GIS purposes for scale-independent subjects replacing Euclidean quantities according to chaos impressions into geological environments. It means, geospatial processes could be revised by Non-Euclidean fundamentals using data-driven systems for integrating results based on fractal geometry considerations. From geomatical points of view, all geo-data resources affiliate to recursive possessing algorithms change initial conditions into self-similarity groups could be divided to linear populations by inherent self-affinities discriminative characteristics. So, the meaning of Euclidean geometry maybe equals with traditional speculations requires to quantitative substitutions in modern theories. In practice, we have found Area-Concentration exponential capabilities in close relations to structural-geological interpretations associate with Oil traps prospecting programs in Iran (Persian Gulf /Middle East). The second and third considerations to geospatial integrations are Earthquakes prognostics and Mineral potential targeting programs in SW of Iran for next calling papers respectively,