Application of Fractal Analysis of Time Series in Oil and Gas Production

REFERENCES

• Abbasov , A. A. , Suleymanov , A. A. and Ismaylov , A. J. 2000 . Determination of fractal dimension of time series . Azerbaijan Oil Industry , 6 : 8 – 11 .
   Google Scholar
• Dubovik , M. M. , Kranev , A. B. and Starchenko , N. V. 2004 . Dimension of the minimal cover and local analysis of fractal time series . PFUR, Appl. Comp. Math. Ser , 3 : 30 – 44 .
   Google Scholar
• Feder , E. 1988 . Fractals , New York : Plenum .
   Google Scholar
• Hardy , H. H. and Beier , R. A. 1994 . Fractals in reservoir engineering , River Edge, New Jersey : World Scientific .
   Google Scholar
• Katz , A. J. and Thompson , A. H. 1985 . Fractal sandstone pores: Implications for conductivity and pore formation . Phys. Rev. Lett. , 54 : 1325 – 1332 .
   PubMed Web of Science ®Google Scholar
• Klikushin , Y. N. 2000 . Method of fractal classification of compound signals . Radioelectronika , 4 : 1 – 11 .
   Google Scholar
• Mandelbrot , B. B. 1967 . Statistical self-similarity and fractional dimension . Science , 156 : 3775 636 – 638 .
   Google Scholar
• Mandelbrot , B. B. 1982 . The fractal geometry of nature , New York : W.H. Freeman .
   Google Scholar
• Mandelbrot , B. B. 1997 . Fractals, hasard et finance , Paris : Flammarion . (in French)
   Google Scholar
• Mirzajanzadeh , A. K. and Shahverdiyev , A. K. 1997 . Dynamic processes in oil and gas production: System analysis, diagnosis, prognosis , Moscow : Nauka .
   Google Scholar
• Mirzajanzadeh , A. Kh. and Sultanov , Ch. A. 1995 . Reservoir oil recovery process diacoptics , Baku : Azerbaijan .
   Google Scholar
• Mirzajanzadeh , A. K. , Hasanov , M. M. and Bahtizin , R. N. 2004 . Modeling of oil and gas production processes , Moscow : ICR .
   Google Scholar