论文标题
第二个SECANT ZETA功能及其抗周期性化评估为$ 1/\ sqrt {n} $
The second secant zeta function and its anti-periodization evaluated at $1/\sqrt{n}$
论文作者
论文摘要
研究了由流体动力学应用引起的2个周期Zeta Zeta函数$ψ（R）$及其$ 1 $ -Antiperiodization $ f（r）=（ψ（r）-α（r+1））/2 $。特别是，使用$ψ$作为ABEL方程所满足的身份的重新制定，确定了正整数$ n $的$ 1/\ sqrt {n} $的值。
The 2-periodic secant zeta function $ψ(r)$ and its $1$-antiperiodization $f(r)=(ψ(r)-ψ(r+1))/2$, arising from a fluid dynamics application, are investigated. In particular, their values at $1/\sqrt{n}$ for positive integers $n$ are determined, using a reformulation of an identity satisfied by $ψ$ as an Abel equation.
