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terms of service . home questions tags users unanswered profile activity meta user network profile reputation mag apparently, this user prefers to keep an air of mystery about them. answers question ~ people reached member since today profile view last seen secs ago communities ( ) mathematics bronze badges

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home questions tags users unanswered profile activity network profile reputation aditya budaraju apparently, this user prefers to keep an air of mystery about them. answers question ~ people reached member since today profile views last seen hours ago communities ( ) tex - latex silver badge bronze badges

stack overflow bronze badges android enthusiasts bronze badge quantitative finance mathematics bronze badge top network posts we respect a laser-like focus on one topic. top tags ( ) this user has not participated in any tags . top posts ( ) all questions answers | votes newest how can one prove bspline...

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environmental topics. is an interactive website for teachers, community group leaders and children. all of the resources are curriculum linked, free and are aimed at 4 - 16 year olds. we have lesson plans, practical activities, assemblies, films, games and information packs as well as posters, stickers and badges

environmental topics. is an interactive website for teachers, community group leaders and children. all of the resources are curriculum linked, free and are aimed at 4 - 16 year olds. we have lesson plans, practical activities, assemblies, films, games and information packs as well as posters, stickers and badges...

https://www.jointhepod.org/about/the-pod

environmental topics. is an interactive website for teachers, community group leaders and children. all of the resources are curriculum linked, free and are aimed at 4 - 16 year olds. we have lesson plans, practical activities, assemblies, films, games and information packs as well as posters, stickers and badges

environmental topics. is an interactive website for teachers, community group leaders and children. all of the resources are curriculum linked, free and are aimed at 4 - 16 year olds. we have lesson plans, practical activities, assemblies, films, games and information packs as well as posters, stickers and badges...

https://jointhepod.org/about/the-pod

environmental topics. is an interactive website for teachers, community group leaders and children. all of the resources are curriculum linked, free and are aimed at 4 - 16 year olds. we have lesson plans, practical activities, assemblies, films, games and information packs as well as posters, stickers and badges

environmental topics. is an interactive website for teachers, community group leaders and children. all of the resources are curriculum linked, free and are aimed at 4 - 16 year olds. we have lesson plans, practical activities, assemblies, films, games and information packs as well as posters, stickers and badges...

http://www.jointhepod.org/about/the-pod

environmental topics. is an interactive website for teachers, community group leaders and children. all of the resources are curriculum linked, free and are aimed at 4 - 16 year olds. we have lesson plans, practical activities, assemblies, films, games and information packs as well as posters, stickers and badges

environmental topics. is an interactive website for teachers, community group leaders and children. all of the resources are curriculum linked, free and are aimed at 4 - 16 year olds. we have lesson plans, practical activities, assemblies, films, games and information packs as well as posters, stickers and badges...

http://jointhepod.org/about/the-pod

.$$ linear-algebra differential-geometry complex-geometry share | cite | improve this question edited hours ago john smith kyon bronze badges asked mar ' at : j.e.m.s j.e.m.s , silver badges bronze badges $\endgroup$ $egingroup$ you want $b$ to be invertible, in which case $a_ b = ba_ $ is equivalent

,j_ ) ightarrow (v,j_ )$ will satisfy $$ t(j_ v) = t(iv) = it(v) = j_ (tv) $$ so treating $t$ as a real-linear invertible map, it will satisfy $tj_ = j_ t$ which shows that any two complex structures on $v$ are conjugate. share | cite | improve this answer answered mar ' at : levap levap . k gold badges...

https://math.stackexchange.com/questions/1688617/how-many-complex-structures-are-on-mathbbr2n

using orders that if $p>q>r$ then $r= $ and $q|p+ $. i proved (it is easy) using orders that there are no primes $p,q,r$ for which $ pqr|p^ +q^ +r^ $ . and i tried to solve this one, but it couldn't solve it. number-theory share | cite | improve this question edited yesterday michael rozenberg k gold badges

silver badges bronze badges asked yesterday saapfir mortalo saapfir mortalo bronze badges new contributor saapfir mortalo is a new contributor to this site. take care in asking for clarification, commenting, and answering. check out our code of conduct ....

https://math.stackexchange.com/questions/3543627/no-triple-of-primes

real-analysis analysis measure-theory lebesgue-integral share | cite | improve this question edited hours ago nmasanta gold badges silver badges bronze badges asked hours ago sl_mathguy sl_mathguy silver badge bronze badges $\endgroup$ $egingroup$ what is your definition of integral for a function that

{align*} $ the value of the integral is increasing in the upper limit of integration. when $u$ is differentiable, applying leibniz's integral rule to your second equation yield $$ f(u(t)) u'(t) = \rightarrow u'(t)> . $$ share | cite | improve this answer answered mins ago bertrand bertrand silver badges...

https://math.stackexchange.com/questions/3545013/a-question-regrading-an-integrable-function