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>>
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>>
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>>
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Telor series expansion (9) are presented in the Batchelor’s form 19 . Substituting the formula (9) into the formula (8) and integrating by parts, we then obtainqwery
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, где***
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, где***
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1968 0 obj
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1969 0 obj
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1970 0 obj
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1975 0 obj
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1980 0 obj
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1981 0 obj
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1982 0 obj
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1986 0 obj
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1987 0 obj
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1988 0 obj
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1989 0 obj
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1990 0 obj
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1991 0 obj
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1992 0 obj
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1993 0 obj
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1994 0 obj
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1995 0 obj
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1996 0 obj
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1997 0 obj
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1998 0 obj
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1999 0 obj
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2000 0 obj
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2001 0 obj
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2002 0 obj
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2003 0 obj
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2004 0 obj
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2005 0 obj
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2009 0 obj
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2010 0 obj
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2011 0 obj
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2013 0 obj
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2015 0 obj
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