The Size Distribution of Oil And Gas Fields
The Size Distribution of Oil And Gas Fields
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In our eReader you can find the full English version of the book. Read The Size Distribution of Oil And Gas Fields Online - link to read the book on full screen. Our eReader also allows you to upload and read Pdf, Txt, ePub and fb2 books. In the Mini eReder on the page below you can quickly view all pages of the book - Read Book The Size Distribution of Oil And Gas Fields
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We make three assumptions: I - The random variable s is Lognormally distributed with ■ -2 parameter (^^, 0^ ): s~£j^(s|^^, a;2) . I ■■;• II - The random variable ? is Lognormally distributed with -2 ■ parameter (H(. |o^ ): ~, -2 r^ - ^L^'^tl^^t^°t ) • - 14 - 3. 2 Derivation We may informally regard the process of discovering fields as hypergeometric--like sampling from a Lognormal population in which "area" under the probability distribution function of s is "used up" as sampling progresses; i.... E. As more and more fields are discovered. In [1]^ it is shown that as the number of discovered fields increases^ the frequency histogram of these fields asymptotically approaches a Lognormal functional form if I above is true.
-2 More precisely^ I and II imply that given R^ S, (|i(^, o^ ), and -2 (|i ^o ), the probability distribution of field sizes remaining to be '•^^ discovered z is ■ .
R K[fJz|M^, a;2) --^fjzl, ^, ol^)], z > 0, a^ > 0, a >, ' t ' s •* -»
What to read after The Size Distribution of Oil And Gas Fields?
You can find similar books in the "Read Also" column, or choose other free books by G M Kaufman to read onlineMoreLess
To quickly assess the difficulty of the text, read a short excerpt:
We make three assumptions: I - The random variable s is Lognormally distributed with ■ -2 parameter (^^, 0^ ): s~£j^(s|^^, a;2) . I ■■;• II - The random variable ? is Lognormally distributed with -2 ■ parameter (H(. |o^ ): ~, -2 r^ - ^L^'^tl^^t^°t ) • - 14 - 3. 2 Derivation We may informally regard the process of discovering fields as hypergeometric--like sampling from a Lognormal population in which "area" under the probability distribution function of s is "used up" as sampling progresses; i.... E. As more and more fields are discovered. In [1]^ it is shown that as the number of discovered fields increases^ the frequency histogram of these fields asymptotically approaches a Lognormal functional form if I above is true.
-2 More precisely^ I and II imply that given R^ S, (|i(^, o^ ), and -2 (|i ^o ), the probability distribution of field sizes remaining to be '•^^ discovered z is ■ .
R K[fJz|M^, a;2) --^fjzl, ^, ol^)], z > 0, a^ > 0, a >, ' t ' s •* -»
What to read after The Size Distribution of Oil And Gas Fields?
You can find similar books in the "Read Also" column, or choose other free books by G M Kaufman to read onlineMoreLess
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