Zeta Explorer
ζ(s)
where
s = σ + it
Computed via Dirichlet eta:
ζ(s) = η(s) / (1 − 2
1−s
)
INPUT: s = σ + it
σ
(real part)
−
+
Step:
0.01
0.1
0.5
1
t (imaginary part)
−
+
Step:
0.01
0.1
1
5
n (number of terms in
η
series)
−
+
Step:
1
5
10
QUICK PRESETS
1st Zero
2nd Zero
3rd Zero
ζ(2)=π²/6
ζ(½)
ζ(−1)
TERM-BY-TERM MATH
η(s) =
—
ζ(s) =
—
|ζ(s)| =
—
Arrow keys: ← → adjust t | ↑ ↓ adjust σ
[ ] adjust n | Space: play/pause
VECTOR CHAIN — Partial Sums of η(s)
▶ Play
⟳ Reset n=1
Animate:
n (add terms)
t (sweep imag)
σ (sweep real)
Speed
25ms
Built for a bigger screen.
This dashboard is dense — try landscape, or open it on a laptop.
Got it