amadvance
Joined 17 years ago
Joined 17 years ago
'We first estimate the supply-side value by calculating the cost to recreate the most widely used OSS once. We then calculate the demand-side value based on a replacement value for each firm that uses the software and would need to build it internally if OSS did not exist. We estimate the supply-side value of widely-used OSS is $4.15 billion, but that the demand-side value is much larger at $8.8 trillion.'
I can give you a real-world example. Our company (Italy) office was relocated, and unions entered negotiations to obtain three days of remote work for the entire personnel. However, I and others refused to sign the agreement because, with more negotiation power, our target was full remote work. However, in doing so, we were undermining the union positions, which made them unhappy. Fortunately, things ended well; all personnel got the three days, and a few other people were granted full remote work.
OpenSource developers did that ;)
But after the channel satisfy such requirements, like 1000 subscribers, the creator gets control of the monetization and they can choose.
For any major channel you watch, it's the creator decision that you see ads or not.
Anyway, at present it's possible to disable them if you have reached the monetization requirements on the channel, like 1000 subscribers and some amount of hours viewed.
Creators have the final decision on the ads shown. I have a YouTube channel, and I always disable monetization on all my videos, so no ads are ever shown on my channel.
If you see an ad, it's because the creator decided to include one. YouTube is simply the platform that enables this choice.
Indeed, but you'll still have to wait for the ad to play. YouTube can definitively win this race if they decide so.
Periodically, run other static analyzers like Klocwork and Coverity. They can catch many more issues than Clang. It's not that Clang is bad, but it has inherent limitations because it only analyzes a single source file and stops analysis when you call a function from another module
As far as I know fixed point numbers have a fixed fractional part in bits, but this is different from using integers with a multiplicative factor, like 100, to represent correctly a fractional part as 1/100.