Comments for Florians Blog – Simple Math for Engineers
http://florian-roemer.de/blog
Thu, 19 May 2016 07:30:47 +0000hourly1https://wordpress.org/?v=4.8.4Comment on Trigonometric Pythagorean Identity, supercharged by Extended Trigonometric Pythagorean Identities: The Proof | Florians Blog - Simple Math for Engineers
http://florian-roemer.de/blog/trigonometric-pythagorean-identity-supercharged/#comment-26964
Thu, 19 May 2016 07:30:47 +0000http://florian-roemer.de/blog/?p=308#comment-26964[…] recently posted on Extended Trigonometric Pythagorean Identities and a “supercharged” version of them, which allows to simplify certain sums of shifted sine functions raised to integer powers. In […]
]]>Comment on Trigonometric Pythagorean Identity, supercharged by Trigonometric Pythagorean Identity, extended | Florians Blog - Simple Math for Engineers
http://florian-roemer.de/blog/trigonometric-pythagorean-identity-supercharged/#comment-26963
Thu, 19 May 2016 07:26:03 +0000http://florian-roemer.de/blog/?p=308#comment-26963[…] I have found a generalization to sine functions raised to any even power $2k$ and also an elegant proof, which also proves the TPI discussed in this post. Check it out if […]
]]>Comment on Extended Trigonometric Pythagorean Identities: The Proof by Trigonometric Pythagorean Identity, supercharged | Florians Blog - Simple Math for Engineers
http://florian-roemer.de/blog/extended-trigonometric-pythagorean-identities-the-proof/#comment-26962
Thu, 19 May 2016 07:23:27 +0000http://florian-roemer.de/blog/?p=315#comment-26962[…] *Update*: And here is the proof! […]
]]>Comment on Trigonometric Pythagorean Identity, extended by Extended Trigonometric Pythagorean Identities: The Proof | Florians Blog - Simple Math for Engineers
http://florian-roemer.de/blog/trigonometric-pythagorean-identity-extended/#comment-26961
Thu, 19 May 2016 07:22:40 +0000http://florian-roemer.de/blog/?p=260#comment-26961[…] recently posted on Extended Trigonometric Pythagorean Identities and a “supercharged” version of them, which allows to simplify certain sums of shifted […]
]]>Comment on Trigonometric Pythagorean Identity, extended by Trigonometric Pythagorean Identity, supercharged | Florians Blog - Simple Math for Engineers
http://florian-roemer.de/blog/trigonometric-pythagorean-identity-extended/#comment-26949
Wed, 18 May 2016 20:27:50 +0000http://florian-roemer.de/blog/?p=260#comment-26949[…] good things always come back? Well, I recently stumbled over something that reminded me a lot on a post I had made about generalizations of the Trigonometric Pythagorean Identity. In short, the well-known identity $sin^2(x)+cos^2(x)=1$ can be generalized to a sum of $Ngeq 2$ […]
]]>