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Currently, it is not clear whether NRoot provides n-th roots, polynomial root-finding (not present), or arbitrary powers (present, but unimplemented for Algebraic = throws).
The text was updated successfully, but these errors were encountered:
Would be interested in having NRoot make it's way into algebra, with some laws, or at least a concept truncating vs non-truncating types, similar to / vs tquot
maybe pow vs tpow. I imagine you could define fpow for "floor of power" but I'm only interested in tpow
I'm told that only BigInt is lawfully tquot and Int and Long are not. If Int and Long need ally-cats support I'd like that
FWIW my use cases on coulomb need v.pow(r) or v.tpow(r) where r is rational, so either supporting v.pow(<double>) and v.tpow(<double>), or pow(<int>) and root(<int>) would be sufficient
Currently, it is not clear whether
NRoot
providesn
-th roots, polynomial root-finding (not present), or arbitrary powers (present, but unimplemented forAlgebraic
= throws).The text was updated successfully, but these errors were encountered: