Why iterators got it all wrong - Arno Schödl - Meeting C++ 2016
Next video from Meeting C++ 2016:
Why iterators got it all wrong
by Arno Schödl
ranges
Awaiting for the ranges: C++17 - Ivan Cukic - @meetingcpp 2015
A new video from Meeting C++ 2015:
Awaiting for the ranges: C++17
by Ivan Cukic
From Iterators to Ranges: The Upcoming Evolution Of the STL - Arno Schödl - @meetingcpp 2015
A new video highlight from Meeting C++ 2015:
From Iterators to Ranges: The Upcoming Evolution Of the STL
by Arno Schödl
Range Concepts, To Infinity And Beyond
The 4th part in Erics series on ranges:
Range Concepts, Part 4 of 4: To Infinity And Beyond
by Eric Niebler
From the Article:
Last time, I introduced a new concept, Iterable, and showed how it solved many of the problems with pair-of-iterator-style ranges. This time around, I’m going to extend Iterable in small ways to make programming with infinite ranges safer and more efficient. Disclaimer: The ideas in this post are more speculative than in the previous three. I’m looking forward to the disucussion.
Range Concepts, Part 3 of 4: Introducing Iterables
The third part of Eric Nieblers Series on ranges
Range Concepts, Part 3 of 4: Introducing Iterables
by Eric Niebler
From the Article:
In the last two blog posts, I describes the challenges I’ve encountered while building a next-generation range library. In this post, I’ll sketch for you my proposed solution: refinements of the range concepts that allow delimited, infinite, and pair-o’-iterator-style ranges to fit comfortably within the concept hierarchy without loss of performance or expressive power and with increased safety. I’ve built a range library around these concepts that subsumes and extends all of the C++98 STL algorithms and the Boost.Range adaptors, so I can say with confidence that these concepts lead to a useful and consistent generic range library.
Range Concepts, Part 2 of 4: Infinite Ranges
The second part of Eric Nieblers Series about ranges:
Range Concepts, Part 2 of 4: Infinite Ranges
By Eric Niebler
From the Article:
In the last post, I tried to make delimited ranges fit into the STL and found the result unsatisfying. This time around I’ll be trying the same thing with infinite ranges and will sadly be reaching the same conclusion. But the exercise will point the way toward an uber-Range concept that will subsume delimited ranges, infinite ranges, and STL-ish pair-o’-iterator ranges.
Range Concepts, Part 1 of 4: Delimited Ranges
The start on a series about ranges from Eric Niebler:
Range Concepts, Part 1 of 4: Delimited Ranges
By Eric Niebler
From the Article:
I’ve been digging into ranges recently, and I’m finding them to be more than just a pair of iterators. In a series of posts, I’ll be expanding the notion of what a range is to cover some kinds of ranges not easily or efficiently expressible within the STL today: delimited ranges and infinite ranges. This post deals with the problems of representing delimited ranges with STL iterators.