data-structure
A data structure is a particular way storing and organizing data in a computer for efficient access and modification. Data structures are designed for a specific purpose. Examples include arrays, linked lists, and classes.
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https://mybinder.org/ Should I make a binder ? :) Or if there is a binder link, it's well hidden.
Is there a reason why in travis CI config the command black --check . || true
is run? I don't see the point in checking if files needs to be reformatted if it's just going to be ignored anyways.
Currently running black --line-length 127 --check .
-> 399 files would be reformatted, 74 files would be left unchanged.
In additio
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A pleasure that LinkedHashMap has been added.
While I have a different point about the iterative sequence. The sequence should order by the key last time put in instead of the first time put in.
This situation is caused by the func named LinkedHashMap.Put:
// Put inserts key-value pair into the map.
// Key should adhere to the comparator's type assertion, otherwise method panics.
fu
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Documenting utils
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I was trying to look up if new()
allocates on the heap, or if like std it only allocates when the first item is inserted. Then I wanted to know if clone()
allocates, I assume no, but a O(1)
allocation on clone would also be persistent. I found the Complexity section of each doc, but did not see an ancer.
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Sep 11, 2019 - Swift
CCList prints list contents within the provided start/stop strings without a box:
which means that the indentation of list items doesn't take the start string's length into account, e.g.
[[`Binding ((Name "box")),
`Rule 18,
`Rule 20], ...]
If a box were
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I'm currently making a Rust port of IPFS log, and I noticed that the docstring return values in log-sorting.js are incorrect:
- It is claimed @returns {number} 1 if a is greater, -1 if b is greater when actually it is the other way around.
- SortByClocks is claimed to return 1 or -1 (in the manner stated above), but in reality it returns the time difference between the two clocks, which ca
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Selection Sort, for example, makes the algorithm look extremely (impossibly) good at first glance - O(n) - because it's not showing the majority of the steps.
Instead of
it has to be more like