Description Usage Arguments Details Value References See Also
var.vio function returns a violation process for the intra-day VaR curves.
1 | var.vio(yd, var_curve)
|
yd |
A (grid_point) x (number of observations) matrix drawn from N functional curves. |
var_curve |
A (grid_point) x (number of observations) matrix storing the forecasts of intra-day VaR curves. |
Given the intra-day return curves x_i(t), and the forecasts of intra-day VaR curves \widehat{VaR}_i^τ(t) obtained from var.forecast
, the violation process Z_i^τ(t) can be defined as,
Z_i^τ(t)=I(x_i(t)<\widehat{VaR}_i^τ(t)), for 1≤q i ≤q N, t\in[0,1], and τ \in [0,1],
where I(\cdot) is an indicator function.
A violation process of the intra-day return curves based on the forecasts of intra-day VaR curves.
Rice, G., Wirjanto, T., Zhao, Y. (2020). Forecasting Value at Risk via intra-day return curves. International Journal of Forecasting. <doi:10.1016/j.ijforecast.2019.10.006>.
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