一首歌，歌里有pang wei pangpangpang pangpangpangweipa_百度知道
一首歌，歌里有pang wei pangpangpang pangpangpangweipa
一首歌，歌里有pang wei pangpangpang
pangpangpangweipangpangpang很鬼畜的什么歌
我有更好的答案
s a thief in the nightTo come and grab youIt can creep up inside youAnd consume youA disease of the mindIt can control youIt's too close for comfortThrow on your break lightsWe're in the city of wonderAin't gonna play niceWatch out you might just go underBetter think twiceYour train of thought will be alteredSo if you must faulter be wise(Your mind is in) disturbiaIt't want to think about itFeels like I'm going insaneYeahIt're in the city of wonderAin&#39Disturbia演唱:Rihanna Bum bum be-dum bum bum be-dum bumwhat's wrong with me (Bum bum be-dum bum bum be-dum bum)Why do I feel like this (Bum bum be-dum bum bum be-dum bum)I'm going crazy now (Bum bum be-dum bum bum be-dum bum)No more gas in the rigCan't used to what you likeDisturbiaDisturbiaBum bum be-dum bum bum be-dum bumBum bum be-dum bum bum be-dum bumBum bum be-dum bum bum be-dum bumBum bum be-dum bum bum be-dum bumRelease me from this curseI'm trying to remain tameBut I't go go goI think I's like the darkness is the lightDisturbiaAm I scaring you tonightYour mind is in disturbiaAin't gonna play niceWatch out you might just go underBetter think twiceYour train of thought will be alteredSo if you must faulter be wiseYour mind is in disturbiaIt's like the darkness is the lightDisturbiaAm I scaring you tonight(Your mind is in) disturbiaAin't used to what you likeDisturbiaDisturbiaBum bum be-dum bum bum be-dum bumBum bum be-dum bum bum be-dum bumBum bum be-dum bum bum be-dum bumBum bum be-dum bum bum be-t used to what you likeDisturbiaDisturbiaBum bum be-dum bum bum be-dum bumBum bum be-dum bum bum be-dum bumBum bum be-dum bum bum be-dum bumBum bum be-dum bum bum be-dum bumFaded pictures on the wallIt'm going to oh oh ohThrow on your break lightsWe's like they talkin' to meDisconnectin'm strugglingYou can' your callYour phone don't even ringI gotta get outOr figure this shit outIt's too close for comfortIt's a thief in the nightTo come and grab youIt can creep up inside youAnd consume youA disease of the mindIt can control youI feel like a monsterThrow on your break lightsWe're in the city of wonderAin't gonna play niceWatch out you might just go underBetter think twiceYour train of thought will be alteredSo if you must faulter be wise(Your mind is in) disturbiaIt's like the darkness is the lightDisturbiaAm I scaring you tonightYour mind is in disturbiaAin't even get it startedNothing heard nothing saidCan't even speak about itAll my life on my headDon&#39
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京网文[0号 京ICP证100780号Weipa的景点与活动 - Booking.comCVX: Matlab Software for Disciplined Convex Programming | CVX Research, Inc.
Version 2.1, December 2017, Build 1123
New: Professor Stephen Boyd recently recorded a video introduction to CVX for Stanford’s convex optimization courses.
CVX 3.0 beta: We’ve added some interesting new features for users and system administrators.
CVX is a Matlab-based modeling system for convex optimization. CVX turns Matlab into a modeling language, allowing constraints and objectives to be specified using standard Matlab expression syntax. For example, consider the following convex optimization model:
\begin{array}{ll}
\text{minimize} & \|Ax-b\|_2 \\
\text{subject to} & Cx=d \\
& \|x\|_\infty\leq e
\end{array}
\)The following code segment generates and solves a random instance of this model:
m = 20; n = 10; p = 4;
A = randn(m,n); b = randn(m,1);
C = randn(p,n); d = randn(p,1); e =
variable x(n)
minimize( norm( A * x - b, 2 ) )
subject to
C * x == d
norm( x, Inf ) &= e
In its default mode, CVX supports a particular approach to convex optimization that we call . Under this approach, convex functions and sets are built up from a small set of rules from convex analysis, starting from a base library of convex functions and sets. Constraints and objectives that are expressed using these rules are automatically transformed to a canonical form and solved. For more information on disciplined convex programming, for the basics of convex analysis and convex optimization, see the book .
CVX also supports
through the use of a special GP mode. Geometric programs are not convex, but can be made so by applying a certain transformation. In this mode, CVX allows GPs to be constructed in their native, nonconvex form, transforms them automatically to a solvable convex form, and translates the numerical results back to the original problem.
Version 2.0 of CVX brings support for mixed integer disciplined convex programming (MIDCP). Mixed integer DCPs must obey the disciplined convex however, one or more of the variables may be constrained to assume integer or binary values. It is important to note that MIDCPs are not convex, and most non-convex models cannot be expressed as an MIDCP. Not all solvers support MIDCPs, and those that do cannot guarantee a successful solution in reasonable time for all models. Nevertheless, we believe that MIDCP support is a powerful addition to CVX and we look forward to seeing how our users take advantage of it.
It is quite important to also note what CVX is not. It is not a general-purpose tool for nonlinear optimization, nor is it a tool for checking whether or not your model is convex. It is important to confirm that your model can be expressed as an MIDCP or a GP before you begin using CVX. If it is neither of these, then CVX is not the correct tool for the task.
More information about CVX can be found in the CVX Users’ Guide, which can be found
in a searchable format, or downloaded as a .
The CVX package includes a growing library of examples to help get you started, including examples from the book
and from a variety of applications. You can browse through this library now—without having to download and install CVX—by clicking .