105 karma · joined March 20, 2015
On the other hand, I appreciate the GPT's willingness to follow the players' revealed interests where they lead, instead of sticking to a predetermined railroad. The comment here about engaging zombies in a multilevel marketing scheme illustrates this nicely. That's very deft DMing in my opinion. (Whether _asking_ for such a tonal shift is deft playing on part of the non-DM player is a different question.)
Seasons are definitely not "the biggest obstacle to solar". That would be the night and especially the weather.
I recommend reading it, it's very informative!
Early on, the US companies cut their costs: good for them, and likely their customers. In the long term, China developed the expertise needed to contribute to the development of advanced technologies: good for them, and for humanity's aggregate progress.
There's a lot of acrimony over how to divide the surplus, but this shouldn't overshadow the technological and economic development happening before our very eyes.
Redefining units leads to ultimate backwards compatibility problems.
Many problems arising from scientific and engineering applications can be naturally formulated as optimization problems, most of which are nonconvex. For nonconvex problems, obtaining a local minimizer is computationally hard in theory, never mind the global minimizer. In practice, however, simple numerical methods often work surprisingly well in finding high-quality solutions for specific problems at hand.
In this talk, I will describe our recent effort in bridging the mysterious theory-practice gap for nonconvex optimization. I will highlight a family of nonconvex problems that can be solved to global optimality using simple numerical methods, independent of initialization. This family has the characteristic global structure that (1) all local minimizers are global, and (2) all saddle points have directional negative curvatures. Problems lying in this family cover various applications across machine learning, signal processing, scientific imaging, and more. I will focus on two examples we worked out: learning sparsifying bases for massive data and recovery of complex signals from phaseless measurements. In both examples, the benign global structure allows us to derive geometric insights and computational results that are inaccessible from previous methods. In contrast, alternative approaches to solving nonconvex problems often entail either expensive convex relaxation (e.g., solving large-scale semidefinite programs) or delicate problem-specific initializations.
Completing and enriching this framework is an active research endeavor that is being undertaken by several research communities. At the end of the talk, I will discuss open problems to be tackled to move forward.
I'm with you, except for this bit. The side-switching is the primary way for truth-seeking to enter debate. If you only look for arguments for one side, you're a demagogue. Truth-seeking consists of searching for the strongest arguments for both sides. Most people struggle to argue at their best for both sides simultaneously, so debate sequences them.
Selling "unsafe" cars may actually save lives.
Like the OC, I've seen the dramatic impact of the "intangibles" in my own homeland, a former Communist state. Many of the leading businessmen and professionals today are descended from pre-communist elites, even though these elites were not only deprived of all their material wealth but actively discriminated upon during the five decades of communism (for example, by receiving "class background" penalties for university admissions). The idea that "money breeds money" is intuitively plausible, but turns out to be largely an illusion.
The root cause, I suppose, is that it takes much less time and effort to just get a PhD than to make an original research contribution, so most people get credentialed along the way. Academic programs also immerse you in current research work, making it possible to figure out where you could make contributions in the first place.