cryofrzd

Another new member appeared and got collected in fuwanovel. I see you will fit perfectly fine here. Enjoy your stay and contribute to the topics as much as you want!

高校（こうこう）＝ secondary school

Welcome to fuwanovel. I liked Tsukihime, and I read VNs in Japanese, so I guess I understand some Japanese. English is not my native language either but you can always help out in the translation help thread //Ignore that, I see you already found the place. Lastly, enjoy your stay here!

Welcome to fuwanovel Here we strive to spread VNs to a bigger audience, so I guess you'll join forces with us... or just enjoy your stay.

It'll get quite messy when the organic gases bound in the tundra will be set free in the air. Then we'll have an automatic increase of greenhouse gases without any "direct contributions" by ourselves...

Welcome to fuwanovel This was an interesting/fun introduction-thread, I must say. Anyway, enjoy your stay here!

I've just got a wall poster of Hatsune Miku and a shelf for manga, nothing much... I wish my economy would permit making my apartment more otaku-homely but I'm a student.

I've never heard 魔法瓶 before just 水筒（すいとう）for thermos, had to look it up and it sure is in the dictionary. You never stop learning new words... Well for next word だだ　= spoiled behaviour, used in だだっ子 spoiled child and だだをこねる act spoiled.

Welcome to fuwanovel Enjoy your stay, and read some more VNs!

中心（ちゅうしん）＝ centre

Welcome to fuwanovel. Just a note, I really don't think clannad and amagami ss are considered shoujo. Good luck with learning Japanese, it's really interesting and lastly enjoy your stay here!

蝶（ちょう）＝ butterfly

Good luck on the exam! I'll take Mathematical statistics exam next month, for the third time, this time however I hope to get a passing grade.

Actually the I read my course book carefully for the third time and found out that: So I suppose I could do as I did in the previous post too (sames me some integration hell)

Higurashi: Appearances are deceptive... Kanon: Sad girls in the snow (I think I've read it somewhere, just to perfect not to pass on) Nichijou: Where Helvetica Standard is the physical law. School Days: The more the merrier, or not...

Welcome to fuwanovel~ Well yeah, visual novels is quite undiscussed in the 3D world. That's why we have fuwanovel! However I have some real life friends into anime/manga and so, I hope to introduce some of them to VNs but it's quite hard. Enjoy your stay!

Little Busters, Grisaia and Hoshizora no Memoria, you sure pick good VNs when you just have finished a few... too bad I read quite a few before I read these masterpieces. Anyway, enjoy your stay here~

貧乏（びんぼう）＝ poverty

Can't you just say E(cos(U)) equals the integral of cos(U) times the density function for U? E(cos(U)) = integral from 0 to 2*pi of cos(x)*(1/(2*pi)) { transforming out constant gives} 1/(2*pi) * integral from 0 to 2*pi of cos(x) And because cos(x) is an even function and you integrate it on a whole period, you get E(cos(U)) = 0 ?

That the concentration of greenhouse gases (gases that absorb warmth) contributes to the climate for Earth, is simple physics. Without any greenhouse gases at all the temperatures would be much lower than today. However like in media, they say everything with a correlation to the rising temperature is "caused by the global warming". Correlation ≠ cause, effect. For example there's a correlation between the length of pupils' feet and the pupils' grades in school. You can guess what will be falsely proven in the newspaper when they discover the correlation between the number of [insert some species] and increased temperature. This abuse of statistics is also why the dietary advices change every season btw.

Please help me with this small probability problem. Let U be uniformly distributed over the intervall [0, 2π], calculate E[cos(U)] {that is the expected value for another stochastic variable equal to cos(U)} E[sin(U)^2] My attempt: Let f(x) be the probability density function for U, it's obvious that f(x) = { 1/(2π) | 0 < x < 2π 0 | else } and the cumulative distribution function for U F(x) = df/dx = { x/(2π) | 0 < x < 2π 0 | else } My problem is, I don't know how to calculate a density function for cos(U), because cos(U) is not strictly growing in [0, π]

輪郭（りんかく）＝ outline

Nice to meet you, please enjoy your stay here.

Welcome to fuwanovel~ Enjoy your stay!

Congratulations to all you guys and girls who need the translation! The grand route is surely a story that swallows you, yet there are still some questions left for Rakuen. However I wonder, how people will bear the wait for Rakuen when Meikyuu is translated, it ends in a sort of cliff hanger and I would say jumping directly from Meikyuu to Rakuen is a good way to avoid frustration, as Clephas put it.