Theory and Modern Applications

# Table 3 Estimated values of the parameterp.

Estimated value $$\mathbf{p}_{\boldsymbol {i}}$$ of p from dataset $$\boldsymbol {\{ob(k)\}_{k=1}^{i}}$$
$$\mathbf{p}_{1}=(0.00956693, 0.000751478, 0.00521651, 0.0407453, 0.0610622, 0.0490052)$$
$$\mathbf{p}_{2}=(0.00907106,0.000369321, 0.00390195, 0.0410328, 0.0604876, 0.049093)$$
$$\mathbf{p}_{3}=(0.00933411, 0.000142124, 0.00248374, 0.0407704, 0.0600328, 0.0503554)$$
$$\mathbf{p}_{4}=(0.00927112, 0.000579406, 0.00335454, 0.0407454, 0.0599345, 0.0491128)$$
$$\mathbf{p}_{5}=(0.00938896, 0.000491274, 0.00304479, 0.040709,0.060185,0.0493809)$$
$$\mathbf{p}_{6}=(0.00941313, 0.00179466, 0.00343295, 0.0407295, 0.0603492,0.0493287)$$
$$\mathbf{p}_{7}=(0.00981096, 0.0015837, 0.00287703, 0.0403433, 0.0609501, 0.0508397)$$
$$\mathbf{p}_{8}=(0.00970246, 0.00194832, 0.00285248, 0.0403566, 0.0604301,0.0498377)$$
$$\mathbf{p}_{9}=(0.00927398, 0.00247651, 0.00222736,0.0407216,0.0597542,0.0499973)$$
$$\mathbf {p}_{10}=(0.00967561,0.00282768,0.00192291,0.0404139,0.0601675,0.0499162)$$
$$\mathbf{p}_{11}= (0.0100975, 0.00258414, 0.00326115, 0.0415127,0.0617572,0.0517111)$$
$$\mathbf{p}_{12}=(0.0105733, 0.00229971, 0.00304286, 0.0423655, 0.0637888, 0.0525927)$$
$$\mathbf{p}_{13}= (0.0105774, 0.00208498, 0.00314224, 0.0435171,0.0644926, 0.0535962)$$
$$\mathbf{p}_{14}=(0.0110997, 0.00268321, 0.00341103, 0.0441655, 0.0650516, 0.0546224)$$
$$\mathbf{p}_{15}=(0.0110427, 0.00218739, 0.00309953, 0.0447639, 0.0659736, 0.0555352)$$