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streaming
The process of transferring data in a continuous and even flow, allowing users to access and use a file while it is transmitting, is known as streaming. This involves breaking the file into smaller packets that are sent over the network in real-time. As these packets are received, they are buffered and played back immediately, enabling users to interact with the content without waiting for the entire file to download. Streaming is commonly used for audio and video content, providing a seamless experience.
That is generally just called transferring data. If you have multiple computers connected together, or even just two in a peer to peer arrangement, that is called networking. If data is coming into a computer, that is called downloading, and it is called uploading if data is leaving a computer.
Yes. Rentals of skis is an example.
"Pasting values" refers to the process of copying data from one location and pasting it in another while only transferring the raw data, without any formatting, formulas, or functions. This is commonly used in spreadsheet applications like Microsoft Excel or Google Sheets to replace dynamic content with static values, ensuring that the pasted data remains unchanged even if the original source is modified. It helps in simplifying data manipulation and preserving specific information without dependencies.
It is discrete even though time itself is continuous.
It depends tho, Ram only process data, Yes it can store it as long as the power is on but if you turn the computer off, any data in the is gone, it can't hold any data, plus you can't even access it if its there I think.
What type of fridge do you have? Mine doesn't process data: just food. If your fridge processes data, then it may have some form of computer built in.
In fact, there are no such things as "evolutionary stages". Evolution, even in the model of punctuated equilibria, is a continuous and gradual process.
How about f(x) = floor(x)? (On, say, [0,1].) It's monotone and therefore of bounded variation, but is not Lipschitz continuous (or even continuous).
No. There are many common functions which are not discrete but the are not continuous everywhere. For example, 1/x is not continuous at x = 0 (it is not even defined there. Then there are curves with step jumps.
This is entirely a process of retrieving any inaccessible, corrupted, lost and damaged or even formatted data from your secondary storage. It is the one you need once you are in a sticky situation of hard drive recovery.