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user html developer - area - stack exchange stack exchange log in sign up chat discuss faq users badges area " html developer info activity reputation reputation views discussion user network profile registered user name html developer member for years seen aug ' at : website designersiva.blogspot.com

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yesterday viewed k times i am looking for the name of a story (or book) concerning scientists experimenting with ice in water. they devise a way to make ice sink, and it inevitably leads to the end of life as we know it. story-identification share | improve this question edited yesterday davidw . k gold badges

silver badges bronze badges asked yesterday user user bronze badges new contributor user is a new contributor to this site. take care in asking for clarification, commenting, and answering. check out our code of conduct . the only "unusual ice ends the world" story i can think of is cat's cradle by...

https://scifi.stackexchange.com/questions/225176/fiction-story-about-ice-not-floating-leading-to-the-end-of-the-world

statistics statistical-inference share | cite | improve this question edited aug ' at : asked aug ' at : silver badges bronze badges $\endgroup$ $\begingroup$ why the sums go to $ $? $\endgroup$ – paolo leonetti aug ' at : $\begingroup$ @paololeonetti. which part?

theta}-\sum_{i= }^n\frac{ x_i}{\theta^ }\left(\frac{x_i}{\theta} \right). $$ then, if i am not wrong, the solution is $$ \hat{\theta}=-\overline{x}+\sqrt{\overline{x}^ + \overline{x^ }}. $$ share | cite | improve this answer edited aug ' at : answered aug ' at : paolo leonetti paolo leonetti . k gold badges...

https://math.stackexchange.com/questions/1399471/find-the-mle-of-n-theta-theta

w^{n}}{ -w},$ where $w^{n}=e^{ rac{ \pi i n}{n}}= e^{ \pi i} = $ because it rotates back to angle zero. honestly i am not sure what i am missing or not understanding here. any help appreciated complex-numbers roots-of-unity share | cite | improve this question edited hours ago simon fraser silver badges

bronze badges asked hours ago dick armstrong dick armstrong silver badges bronze badges $\endgroup$ add a comment | answer active oldest votes $egingroup$ for a complex number $z$, you can think of multiplication by $e^{i heta}$ for $ heta\in[ \pi)$ as a rotation counterclockwise about the origin by...

https://math.stackexchange.com/questions/3494569/arguments-and-complex-roots-of-unity

constraint kkt-conditions local-minimum share | improve this question edited hours ago thesimplifire ♦ gold badges silver badges bronze badges asked hours ago independentvariable independentvariable silver badges bronze badges $\endgroup$ add a comment | answer active oldest votes $egingroup$ you have

essentially substituting out one of the variables and seeing that the resulting problem is an unconstrained strictly convex quadratic problem. but the method i outlined is much more general. share | improve this answer edited hours ago answered hours ago mark l. stone mark l. stone gold badge silver badges...

https://or.stackexchange.com/questions/3269/single-kkt-solution-for-a-simple-problem-proof-of-being-minimizer

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