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include the not in Z as stated in other sources? I think it might be possible also to state the line before slightly more clearly took me a short second to understand. Perhaps something like "This definition can be extended to the rest of the complex plane by solving Euler's reflection formula (EQN).
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The code in "Computation" section, to my mind, could be formatted better - currently it's in a bi template, I see no reason for it not to be a code block. Granted - it's pseudo code - but to my eyes it's strange to have it in text style like that. Makes article flow less well
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Overall this article seems to pass the GA criteria to me without too much bother. Have left some suggestions below for mild improvements but I don't think any preclude this from GA status. This is significantly improved from the last nomination - well done all!
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However this fails to assign a value to the gamma function: the reflection formula only holds for non-integer values of z to avoid division by 0" though I recognise that's getting very clunky
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only permits monospaced typewriter text. That would make the variables in the code inconsistent in appearance with the same variables in the article text, undesirable. —
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Yeah - just feel a computer science user would recognise that better, and absolutely right you don't wanna get into omega/big o/theta etc... will continue review today
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Well set out, appropriate sections, lead is very clear covering main topics at an introductory level. Layout is good, guiding user well
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Article seems stable - good discussion about improvements and article development in talk page does not seem overly contentious.
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993:{\displaystyle \Gamma (z)\Gamma (1-z)={\frac {\pi }{\sin \pi z}},\qquad z\not \in \mathbb {Z} .}
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has put in a lot of work to bring this up to standard (thanks!), article does indeed seem
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Properties section is enhanced with use of graphs - appropriate and well captioned
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In
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but I don't want to take the space here to explain Omega and anyway
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Taking this on as part of the
January Drive. Previous reviewer
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Good level of detail - I think pretty well pitched throughout
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665:given that form would be more commonly known
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741:(but because this is a lower bound, writing
734:{\displaystyle \log _{2}n!=n\log _{2}n-O(n)}
658:{\displaystyle O(\log _{2}n)\in O(n\log n)}
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861:{\displaystyle n\log _{2}n-O(n)}
810:{\displaystyle \Omega (n\log n)}
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104:visual edit
372:plagiarism
273:Verifiable
174:improved!
48:Authorship
34:GA toolbox
184:Attribute
144:Reviewer:
71:Templates
62:Reviewing
27:GA Review
888:Vogon101
557:relevant
494:such as
474:edit war
157:contribs
147:Vogon101
76:Criteria
448:Neutral
254:fiction
127:history
108:history
94:Article
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523:tagged
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470:Stable
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246:layout
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180:Rate
136:Watch
16:<
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1038:talk
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123:edit
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957:sin
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