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14 Visitor Messages

  1. Reply/View Conversation
    Thanks, you are doing a great job. I went through your Laplace transform tutorial. It is a good practice to try the Laplace transform of some new functions, and it is fun as well.
  2. Reply/View Conversation
    Er, DW, your .sig seem to be getting out of the separator of every post, so sometimes they are almost unreadable. Can you do something about it?
  3. Reply/View Conversation
    Wow, thanks for the new tutorial DW, it's just what I needed, a brief series of values of polygamma function and a closed formula in general. Thanks again! (To reply Visitor Messages, first click on "View Conversation" then reply to it)
  4. Thanks for the tip, Balarka!! I've corrected it now... Was referencing a paper on arXiv.
  5. Reply/View Conversation
    DW, in your #3 post in "Generalized Log-Trig series related to the Hurwitz Zeta", shouldn't the Dirichlet characters be defined over $\mathbb{Z}/8\mathbb{Z}$ instead of what is given? $\mathbb{Z}/8$ is a weird beast...
  6. Reply/View Conversation
    DW, you should post those special value of Clausen function you have found out on the wiki article. It's nearly stub, I wonder why they didn't add that tag to it.
  7. Not a bad idea, but it takes all the fun out of it...

    It is pretty funny, mind... Folks join up, can get their heads around mind-bending equations, but fall foul of basic forum software. Oh dear!
  8. Reply/View Conversation
    Some have even humorously suggested we need to present a User's Manual to people when they join due to all the features we have here. Perhaps someday I will write such a manual...hehehe.
  9. Thanks Mark! Just been toying around a bit and found out where to go. Cheers for your help!
  10. Reply/View Conversation
    Hey Gethin,

    Here is a link to a topic explaining how to respond to visitor messages so that it gets posted on the recipient's wall:

    http://mathhelpboards.com/questions-...hlight=message

    Best Regards,

    Mark.
Showing Visitor Messages 1 to 10 of 14
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Conjecture: Life is ridiculous.

Proof: $ \displaystyle X-Factor \in \{Life\}$, and $ \displaystyle X-Factor \in \{ridiculousness\}$

$ \displaystyle \therefore\, \{ Life \} \cap \{ ridiculousness \} \ne \varnothing \quad Q.E.D.\, \Box$


$ \displaystyle {\color{Blue}\mathscr{H}\mathfrak{e} }{\color{Fuchsia}\, = \, } {\color{RedViolet} \mathcal{MC}} ^{\color{OrangeRed}\mathsf{\, Scared !!}}$

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Name: MHB Math Notes Award (Jul-Dec 2013)
Issue time: January 5th, 2014 16:55
Issue reason:
Math Help Boards