Table 7 Estimated coefficient values of the fourth-degree polynomial and relative 95% Confidence intervals (95% CI) for Tesla, Netflix, and Apple assets
From: Drawdown-based risk indicators for high-frequency financial volumes
Estimated values | 95% CI | |
|---|---|---|
TESLA | ||
p1 | \(0.319 \times 10^4\) | \((0.187, 0.450) \times 10^4\) |
p2 | \(-0.883 \times 10^4\) | \((-0.998, -0.769) \times 10^4\) |
p3 | \(3.906 \times 10^4\) | \((3.555, 4.258) \times 10^4\) |
p4 | \(-2.926 \times 10^4\) | \((-3.150, -2.701) \times 10^4\) |
p5 | \(12.390 \times 10^4\) | \((12.220, 12.560) \times 10^4\) |
NETFLIX | ||
p1 | \(0.147 \times 10^4\) | \((0.126, 0.168) \times 10^4\) |
p2 | \(0.039 \times 10^4\) | \((0.021, 0.057) \times 10^4\) |
p3 | \(0.198 \times 10^4\) | \((0.142, 0.255) \times 10^4\) |
p4 | \(-0.364 \times 10^4\) | \((-0.401, -0.328) \times 10^4\) |
p5 | \(1.669 \times 10^4\) | \((1.642, 1.696) \times 10^4\) |
APPLE | ||
p1 | \(0.900 \times 10^4\) | \((0.772, 1.029) \times 10^4\) |
p2 | \(0.218 \times 10^4\) | \((0.106, 0.330) \times 10^4\) |
p3 | \(2.410 \times 10^4\) | \((2.066, 2.754) \times 10^4\) |
p4 | \(-2.295 \times 10^4\) | \((-2.514, -2.076) \times 10^4\) |
p5 | \(12.220 \times 10^4\) | \((12.060, 12.380) \times 10^4\) |