# Vitaliy Kaurov

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I work for Wolfram and oversee Wolfram Community. I am a physicist, Mathematica enthusiast and faculty member at Wolfram Science (NKS) Summer School. I am an author at the Wolfram Demonstration Project and sometimes write for Wolfram Blog. I enjoy creating applications and art with Mathematica, some can be found on my website. I also collecting Mathematica graphics at a Pinterest board and organized a video group Mathematica Render on Vimeo.

Comments & opinions expressed here are mine, and not those of my employer.

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 6h comment How do I plot a plane pi/6 along with its path? What are N1[t] and T1[t] ? Please post self-sufficient working code. And maybe a bit more detailed explanation? Dec5 comment Gamma function computation efficiency? Try Exit or Quit before you run the benchmark. It will quite the kernel. Als jus Gamma[1 + I ] will work. Dec5 comment Gamma function computation efficiency? @Kagaratsch It is true I think that Pi and GoldenRatio added a bit complexity. So for just Gamma[1 + I ] I got exponent 2.546 consistently. I added it into the answer. Dec5 revised Gamma function computation efficiency? added 218 characters in body Dec5 comment Gamma function computation efficiency? @Kagaratsch Hah, interesting, I would be thrilled to see other folks let us know the exponent. Some neat experiments. Dec5 comment Gamma function computation efficiency? @Kagaratsch I used many more digits in precision so times will become significant, above error. See my comment right above yours. Dec5 comment Gamma function computation efficiency? @Kagaratsch yes but with increasing precision driven by growing k*10^3. Mathematica has arbitrary precision, so I picked two numbers that have infinite aperiodic decimal part. Dec5 comment Gamma function computation efficiency? I think in this case precision is too small to produce TIming growth above error fluctuations. Dec5 revised Gamma function computation efficiency? added 542 characters in body Dec5 answered Gamma function computation efficiency? Dec4 comment Filter design: working with a transfer function Just curious - what school are you from and what class? Dec2 awarded Nice Answer Nov30 comment Upload CDF to Blogspot +1 Paul - nice CDF post! Nov30 answered Upload CDF to Blogspot Nov18 comment Impact Crater Simulation +1 very neat, is example of this syntax {Infinity, 30} in documentation on Nearest? Nov17 awarded Nice Answer Nov17 comment Impact Crater Simulation @BenjaminL Updated. History is stored in variable 'number'. Nov17 revised Impact Crater Simulation added 156 characters in body Nov17 comment Impact Crater Simulation Welcome to Mathematica.SE! I suggest the following: 1) As you receive help, try to give it too, by answering questions in your area of expertise. 2) Read the FAQs! 3) When you see good Q&A, vote them up by clicking the gray triangles, because the credibility of the system is based on the reputation gained by users sharing their knowledge. ALSO, remember to accept the answer, if any, that solves your problem, by clicking the checkmark sign Nov17 revised Impact Crater Simulation deleted 49 characters in body
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