olemus
ratsionaalarvu $$r$$ norm $$|r|_p=p^{-c}$$ , kus
$$p$$ on algarv,
$$r=p^e\cdot\frac{a}{b}$$ ,
$$a$$ ja $$b$$ on täisarvud, mis ei jagu $$p$$-ga
=
the norm of the rational number r
$$|r|_p=p^{-c}$$ , where
p is a prime,
$$r=p^e\cdot\frac{a}{b}$$ ,
a and b are integers not divisible by p

ülevaateid

https://www.dpmms.cam.ac.uk/~jat58/all.pdf

vt ka

olemus
ratsionaalarvu $$r$$ norm $$|r|_p=p^{-c}$$ , kus
$$p$$ on algarv,
$$r=p^e\cdot\frac{a}{b}$$ ,
$$a$$ ja $$b$$ on täisarvud, mis ei jagu $$p$$-ga
=
the norm of the rational number r
$$|r|_p=p^{-c}$$ , where
p is a prime,
$$r=p^e\cdot\frac{a}{b}$$ ,
a and b are integers not divisible by p

ülevaateid

https://www.dpmms.cam.ac.uk/~jat58/all.pdf

vt ka

Palun oodake...

# Tõrge

olemus
ratsionaalarvu $$r$$ norm $$|r|_p=p^{-c}$$ , kus
$$p$$ on algarv,
$$r=p^e\cdot\frac{a}{b}$$ ,
$$a$$ ja $$b$$ on täisarvud, mis ei jagu $$p$$-ga
=
the norm of the rational number r
$$|r|_p=p^{-c}$$ , where
p is a prime,
$$r=p^e\cdot\frac{a}{b}$$ ,
a and b are integers not divisible by p

ülevaateid