I would like to write down my system as two explicit functions of the two angular acceleration terms. I don't have any prior background in using computers for algebraic manipulation or Mathematica in general, but I was informed I might find Wolfram Mathematica useful. I have gone through ...
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We show how to write an EPRL-FK transition amplitude, from the definition of the 2-complex to its numerical implementation using sl2cfoam-next. We guide the reader using an explicit example balancing mathematical rigor with a practical approach. We discuss the advantages and disadvantages of our...
On the third input line, you assign the value 10 to the upper left element in arr_2. Finally, you print arr_1 again to verify that none of the values in arr_1 have changed. Technical detail: MATLAB employs a copy-on-write memory management system, where an array may only be copied...
Hi, I'm trying to write a short code in Mathematica that can generate random real numbers in - say 5 secs, and then plot this against any specified range...
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I decided to write a Medium essay about those reasons, grounded in Michael’s essay but updated with an AI-framing — see link here. I decided to try Medium for this because it’s a pretty long essay and many subscribers here get these posts via email. I also want to explore other pl...
The other way to find an error in a proof is to obtain a “high level” or “global” objection, showing that the proof, if valid, would necessarily imply a further consequence that is either known or strongly suspected to be false. The most well-known (and stro...
This certainly sounded interesting to me, so I asked James to write a guest post, and here it is. (Many of James' mails had the tag-line "Sent from my iPad".) Over to James. How do you find exact values for the sine of integer angles?
Finding an analytic continuation forζ(s) is a lot trickier, because there’s no cute way to writeitwithout using an infinite summation (or product), but the basic idea is the same. We’re going to do this in two steps: first turningζ(s) into an alternating sum that converges for ...