Surface layer: Difference between revisions

Latest revision as of 09:03, 26 July 2014

She is known by the name of Myrtle Shryock. Doing ceramics is what my family and I appreciate. North Dakota is where me and my spouse reside. Hiring is her working day job now but she's usually wanted her personal company.

Stop by my web site; Bit.do

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-In [[mathematics]], the '''Landau–Ramanujan constant''' occurs in a [[number theory]] result stating that the number of [[positive integer]]s less than ''x'' that are the sum of two [[square number]]s, for large ''x'', [[proportionality (mathematics)|varies as]]
+She is known by the name of Myrtle Shryock. Doing ceramics is what my family and I appreciate. North Dakota is where me and my spouse reside. Hiring is her working day job now but she's usually wanted her personal company.<br><br>Stop by my web site; [http://Bit.do/Lu9u Bit.do]
-:<math>x/{\sqrt{\ln(x)}}.</math>
-The [[mathematical constant|constant]] of proportionality is the Landau–Ramanujan constant, which was discovered independently by [[Edmund Landau]] and [[Srinivasa Ramanujan]].
-More formally, if ''N''(''x'') is the number of positive integers less than ''x'' which are the sum of two squares, then
-:<math>\lim_{x\rightarrow\infty} \frac{N(x)\sqrt{\ln(x)}}{x}\approx 0.76422365358922066299069873125.</math>
-== External links ==
-* {{MathWorld|urlname=Landau-RamanujanConstant|title=Landau–Ramanujan Constant}}
-* {{OEIS|A064533}}
-{{DEFAULTSORT:Landau-Ramanujan constant}}
-[[Category:Additive number theory]]
-[[Category:Analytic number theory]]
-[[Category:Mathematical constants]]
-[[Category:Srinivasa Ramanujan]]
-{{Numtheory-stub}}

Surface layer: Difference between revisions

Latest revision as of 09:03, 26 July 2014

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