dschleef
Joined 14 years ago
Joined 14 years ago
This is literally true of every senior job role.
It seems like it's mostly software engineers that don't get this.
The encryption part of DRM systems is effectively the same as client-side SSL certificates with a secret SSL certificate. How well it's kept secret is defined in the compliance documents. This secret, plus a secure decoding and output path, are the engineering core of DRM systems.
Studios require "industry standard DRM" for movies and TV shows, with lesser requirements for SD. This effectively means "DRM backed by some entity with lots of money that we can sue if things go wrong". Studios approve each individual device that you serve to, usually with compliance targets at some particular future date for various existing loopholes.
Flash (Adobe Access) is somewhat different, and has an obfuscated method for generating the equivalent of a client cert, thus on laptops it's only rated for SD by most (all?) studios. Apparently studios don't care too much about people copying SD content.
Studios would theoretically approve watermarking DRM systems, but there are two major barriers: having a large (ahem, suable) company offering it, and some way to serve individualized media through a CDN. Neither seem likely. So nobody loses too much sleep about whether studios would actually approve watermarking.
EDIT: I reread the article replacing "Gen-X" with "youngin's", and it makes a lot more sense. Also, we were the last generation that could reasonably work their way through college without loans.
Is there an ELI5 version of this? I think the article tries, and it's always cool to see physics described from a different vantage point.
My ELI5 version would be: fields with a massive gauge boson are "dragged down" in energy by the mass of the boson, so interactions propagate as if they have negative energy. What does a negative energy wave propagation look like? Similar negative energy wave propagations in physics are evanescent waves and electron tunneling, both of which have exponential drop-off terms, so it makes sense to see an exponential factor in massive boson interactions.