Odd Dirichlet character
= Odd Dirichlet character
{title2=$\chi(-1)=-1$}
A <Dirichlet character> with odd parity satisfies $\chi(-n)=-\chi(n)$, so its extension to <integer> arguments is an <odd function>.
= Odd Dirichlet character
{title2=$\chi(-1)=-1$}
A <Dirichlet character> with odd parity satisfies $\chi(-n)=-\chi(n)$, so its extension to <integer> arguments is an <odd function>.