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Tsungfrūve | just another mathematics artistjust another mathematics artist (by Owen Maresh)
http://tsungfruve.wordpress.com/
just another mathematics artist (by Owen Maresh)
http://tsungfruve.wordpress.com/
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Tsungfrūve | just another mathematics artist | tsungfruve.wordpress.com Reviews
https://tsungfruve.wordpress.com
just another mathematics artist (by Owen Maresh)
notes for complex analysts | Tsungfrūve
https://tsungfruve.wordpress.com/2014/09/10/notes-for-complex-analysts
Just another mathematics artist. Notes for complex analysts. 1 we need a realtime renderer. this sequence of “ah, I have a transcendental meromorphic function I want to visualize, I shall type it into my favorite software package and make a picture, and wait to see the result”‘s days is numbered. By the time that rolls around, spending laboriously long time proving extremely persnickety results is going to be dated. A it would be good if it could Q or SL(2,Z) highlight images. 5 If you write a paper abou...
September | 2013 | Tsungfrūve
https://tsungfruve.wordpress.com/2013/09
Just another mathematics artist. Monthly Archives: September 2013. Say I have a constant, pi, or e, or what have you which: A. occurs in infinite series/products, and B. infinite series/products representations for it exist. Latex frac{1}{ pi} = frac{2 sqrt{2} {9801} sum { infty} {k=0} frac{(4k)! 4 396 {4k} $. If the Dirichlet Eta function is. Latex eta( tau) = e { frac{ pi rm{i} tau}{12} prod {n=1} { infty} (1-(e {2 pi i tau}) {n})$. Constructing new functions from root finding methods. To each morphism...
July | 2014 | Tsungfrūve
https://tsungfruve.wordpress.com/2014/07
Just another mathematics artist. Monthly Archives: July 2014. Lattice of (topological) pants. Just imagine this extends to infinity…). Probably has some meaning in Teichmuller theory. But I’m a complex analyst, and want to string lacunaries across those circles, and insist that we can only link the pants when the lacunaries match. An integral related to the zeta function. The integral in question is:. 144 evaluations, text file, done with mpmath. Notes for complex analysts. Lattice of (topological) pants.
Fukinsei and large scale structure in mathematics | Tsungfrūve
https://tsungfruve.wordpress.com/2014/03/03/fukinsei-and-mathematics
Just another mathematics artist. Fukinsei and large scale structure in mathematics. There’s a “let’s classify and taxonomize all teh things” historical thread in mathematics. The “now that we know it exists, let’s dip it in formaldehyde”. Unfortunately the conversations between those in online fractal forums and mathematicians at universities doing formal complex analysis/dynamics (in the benighted language of category theory) are scarce. And, just watch the first few seconds of this video:. 2014/03/05 a...
September | 2014 | Tsungfrūve
https://tsungfruve.wordpress.com/2014/09
Just another mathematics artist. Monthly Archives: September 2014. Notes for complex analysts. 1 we need a realtime renderer. this sequence of “ah, I have a transcendental meromorphic function I want to visualize, I shall type it into my favorite software package and make a picture, and wait to see the result”‘s days is numbered. By the time that rolls around, spending laboriously long time proving extremely persnickety results is going to be dated. And NIST Handbook of Mathematical Functions. 5 If you w...
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TsunGeneral-England (Arthur Kirkland) - DeviantArt
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Tsungetsu-Sensei (Tsungetsu Katsuhana) - DeviantArt
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Tsungfrūve | just another mathematics artist
Just another mathematics artist. At the moment, I don’t think we’ve got a very good physical intuition for functors — just something which is completely and utterly abstracted away from the physical universe. Well, we’ve got full image. And from optics a whole slew of machinery for dealing with images of things. Virtual images, focal depth, whatnot. Do functors have focal depth? Are there things which are not quite categories in which a functor could be diffracted? Notes for complex analysts. B It would ...
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#draft :: Lost in Compilation
學習 Swift - 4c. 集合. 隨著 Xcode 6.3 正式版本的釋出,Swift 也邁進了 1.2 版。 這次的更新不但修改了部份的語法,也新增了一個新的集合型別用來填補 Objective-C 中 NSSet 的位子,這篇文章就是關於新增的 Set 型別的介紹。 學習 Objective-C - 12. 總結. 學習 Objective-C - 11. 分類. Objective-C 中的分類 (category),就像是 Swift 中的擴展 (extension). 學習 Objective-C - 10. 呼叫 nil 實體中的方法. 在 Objective-C 中,可以調用 nil 實體中的方法,而不會引發程序的崩潰。 有關,在 Objective-C 中,使用實體呼叫方法的語法 [object method];. 其實並不是 object 物件 呼叫. Method 方法,而是 object 將 訊息傳遞. 學習 Objective-C - 9. 屬性. 早先有提過如果在 Objective-C 中設計一個類別,那包含了在 類別名稱. 目前的 Objective-C 可以使用傳統的 .
Frying Machine Expert - Tsung Hsing
Foodtech and Parmatech TAIPEI 2015 8th). FOODTECH and PHARMATECH TAIPEI had been the most popular platform for industry players to launch their products into the hottest Taiwan and overseas markets. Show Date June 24 27, 2015 ORGANIZERS: Taiwan External Trade Development Council (TAITRA) . more. China Packtech&Foodtech 2015 (May 6th-May 8th). Happy Chinese New Year. 2014 Year End Party. Our company already 50 years old. Start from 1965 til now This year is very important year for us We will prepare many ...
Frying Machine Expert - Tsung Hsing
Foodtech and Parmatech TAIPEI 2015 8th). FOODTECH and PHARMATECH TAIPEI had been the most popular platform for industry players to launch their products into the hottest Taiwan and overseas markets. Show Date June 24 27, 2015 ORGANIZERS: Taiwan External Trade Development Council (TAITRA) . more. China Packtech&Foodtech 2015 (May 6th-May 8th). Happy Chinese New Year. 2014 Year End Party. Our company already 50 years old. Start from 1965 til now This year is very important year for us We will prepare many ...