Jean Michel

Then you might want to move `totient`and `radical` to this new package, since they are no more basic than the two above...

The type of situation where `haszero(T) ? zero(T) : zero(first(D))` is much better than `zero(T)` is very widespread; such a change would broaden the applicability of many functions in `LinearAlgebra`....

Again it is more general: in many places `LinearAlgebra` is needlessly incompatible with quantities (numbers) which can compute a zero from a value, not a type. I gave another example:...

This problem seems to have been backported on 1.11 beta2. `LaurentPolynomials` did compile on beta1, and now has an infinite loop on beta2

Thank you for pulling my changes! I will think of making an Ncurses package if you have time to do something about my other issues. In the mean time, could...

Thinking of making a separate ncurses package, I looked in juliahub and found: - there is an old (no patches for 11 years) non-functional `NCurses.jl` by Keno. - there is...

It would be much more work to make Eschnett's repository closer to yours (there is nothing like your prototypes). The NCurses package of Keno (which is not the same as...

This looks like a question to ask on discourse or as a `Julia` issue

A closely related function which should be considered at the same time is `LinearAlgebra.exactdiv`. This function is currently used in `det_bareiss`, but is important more generally for writing some linear...

`exactdiv` differs from `div` in that - In a ring, it is `div` when divisibility occurs - In a ring, it would be good that it reports non-divisibiity (it is...