Is there a webpage which tells me when the next version of PHP is planned for release? [closed]

php

Solution 1:

Planning in opensourcesoftware projects is often whenever it is ready or necessary and you can only get notifications after the actual release.

Most open source projects maintain, arguably old-school , mailing lists and will often maintain an announcements list that is very low volume to announce the release of new versions and major events. See https://www.php.net/mailing-lists.php

The archive of the php announcement list doesn’t seem to contain a message of the 8.0 release though so that might not be the most useful to subscribe to anymore. https://news-web.php.net/group.php?group=php.announce

Otherwise: many open source projects use open development platforms that also non-contributors can follow and subscribe to. PHP uses GitHub which offers the option to subscribe and receive notifications whenever a new release is created there. See https://github.com/php/php-src/releases
Sign in —> watch —> custom —> releases

Related

How do I enforce a policy to block access to specific regions without updating all of my policies?
How can I transfer a dedicated bare metal server into a VM?
Boot without nftables | Debian 10
Viewing previous query results from SQL Server Management Studio
Running a script using service in Debian 10
Why might a return statement in nginx.conf return a plain text file location to the browser instead of the actual file to be rendered?
automated creation of a configuration file with ansible (or something else)
How to in-place register a VM to the host's default location
Accurate identities related to $\sum\limits_{n=0}^{\infty}\frac{(2n)!}{(n!)^3}x^n$ and $\sum\limits_{n=0}^{\infty}\frac{(2n)!}{(n!)^4}x^n$
The first Stiefel-Whitney class is zero if and only if the bundle is orientable
$f_n(x_n) \rightarrow f(x) $ by uniform convergence
A Good Book for Mathematical Probability Theory [duplicate]