meta user
network profile
| bio | website | |
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| location | ||
| age | ||
| visits | member for | 2 years, 9 months |
| seen | Aug 7 '11 at 6:38 | |
| stats | profile views | 21 |
Aran writes in C#, WPF and does Audio for the iPhone.
Is writing a Model View View Model wrapper object for business objects here
He has a site for some test projects for using Core Audio on the iPhone here
He is compiling a collection of books he has found useful/interesting here
has written a drum machine dj mixer effects unit for the iPad - check it out here
Is writing a Model View View Model wrapper object for business objects here
He has a site for some test projects for using Core Audio on the iPhone here
He is compiling a collection of books he has found useful/interesting here
has written a drum machine dj mixer effects unit for the iPad - check it out here
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Aug 6 |
comment |
What are the values in this sequence Didier, you are right I should have phrased that better. Apologies. |
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Aug 6 |
awarded | Commentator |
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Aug 6 |
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What are the values in this sequence That's got to be it, we have branded it the dyslexic 13 times table :) cheers |
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Aug 6 |
accepted | What are the values in this sequence |
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Aug 6 |
comment |
What are the values in this sequence Very funny I don't know if the trivia night judges will think it's the correct answer. How would I argue that it is? :) |
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Aug 6 |
comment |
What are the values in this sequence Most likely natural, however any logical sequence is acceptable |
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Aug 6 |
asked | What are the values in this sequence |
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Nov 12 |
accepted | Finding roots of polynomials, negative square root |
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Nov 12 |
comment |
Finding roots of polynomials, negative square root Thanks Alex, your answer leads to a clear understanding of why the discriminant is negative, as well as why the method fails, which is actually more important to understanding the problem than the mechanics of working out the roots on the complex plane. Also a graph always helps. |
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Nov 11 |
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Finding roots of polynomials, negative square root so does that mean there is no general solution for solving polynomials, without straying into the complex plane? |
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Nov 11 |
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Finding roots of polynomials, negative square root yep tried reloading a few times, the explanation cuts off "there is one solution (the repeated root) and if $b^2-4ac" (so you can see part of the markup is probably at fault as i assume this is mid sentence) - c'mon admins help us out! |
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Nov 11 |
comment |
Finding roots of polynomials, negative square root your explanation cuts off (i think the markup might be at fault), could you edit it so i can read the rest of it? It's good so far. |
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Nov 11 |
asked | Finding roots of polynomials, negative square root |
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Nov 10 |
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What are the steps to perform this algebraic simplification excellent work, thank you,+1 for the double solution, I like the alternative solution using the negative indices rule. |
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Nov 10 |
accepted | What are the steps to perform this algebraic simplification |
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Nov 10 |
asked | What are the steps to perform this algebraic simplification |
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Sep 14 |
awarded | Student |
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Sep 14 |
awarded | Scholar |
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Sep 14 |
awarded | Supporter |
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Sep 14 |
comment |
Simple Formula for Curve of DJ Crossfader volume : Dipped could you explain how to do this in the range 0..1? |
