Mathematics of Planet Earth: Proceedings of the 15th Annual by Maryam Moghadasi, Jerry L. Jensen (auth.), Eulogio

By Maryam Moghadasi, Jerry L. Jensen (auth.), Eulogio Pardo-Igúzquiza, Carolina Guardiola-Albert, Javier Heredia, Luis Moreno-Merino, Juan José Durán, Jose Antonio Vargas-Guzmán (eds.)

It is widely known that the measure of improvement of a technological know-how is given by means of the transition from a customarily descriptive level to a extra quantitative level. during this transition, qualitative interpretations (conceptual versions) are complemented with quantification (numerical versions, either, deterministic and stochastic). This has been the most activity of mathematical geoscientists over the past 40 years - to set up new frontiers and new demanding situations within the research and knowing of the traditional world.

Mathematics of Planet Earth contains the complaints of the foreign organization for Mathematical Geosciences convention (IAMG2013), held in Madrid from September 2-6, 2013. The convention addresses researchers, pros and scholars. The complaints include greater than a hundred and fifty unique contributions and provides a multidisciplinary imaginative and prescient of mathematical geosciences.

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Additional resources for Mathematics of Planet Earth: Proceedings of the 15th Annual Conference of the International Association for Mathematical Geosciences

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A modified SR with bias reduction could be a better option to either the SR or AA in petroleum reservoir characterization. Acknowledgments MM was funded by the Natural Sciences and Engineering Research Council of Canada. JLJ holds the Schulich Chair in Geostatistics. References 1. , & Ord, J. K. (1987). Kendall’s advanced theory of statistics (5th ed). New York: Oxford University Press. 2. Megill, R. E. (1984). ). Tulsa: PennWell Publishing Company. 3. Delfiner, P. (2007). Three statistical pitfalls of Phi-K transforms.

Kendall’s advanced theory of statistics (5th ed). New York: Oxford University Press. 2. Megill, R. E. (1984). ). Tulsa: PennWell Publishing Company. 3. Delfiner, P. (2007). Three statistical pitfalls of Phi-K transforms. SPE Reservoir Evaluation & Engineering, 10, 609–617. 4. , Brown, G. , & Swanson, R. I. (2000). Swanson’s 30–40-30 rule. AAPG Bulletin, 84, 1883–1891. 5. Rose, P. R. (2001). Risk Analysis and Management of Petroleum Exploration Ventures, Methods in Exploration Series. Tulsa: American Association of Petroleum Geologists.

C3 is thought to be overaffected by other stochastic processes, which need other methods to study. 12 D. Xu et al. 5 0 20 40 60 Depth(m) 80 100 0 20 40 60 80 100 Depth(m) Fig. 4 Factor scores and fitting curves dash lines represent factor scores, solid lines represent fitted curves 4 The Transportation Modes of the Ore-Forming Factors Factor analysis was preformed to get two factors which were named as Mo-W factor and Pb-Zn factor. Factor scores were calculated and the trends of these two factors were detached as did in Sect.

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