v structure with different sampling rate

<ul><li>V^{(1)}t = a{11}^{t-1} * V^{(1)}{t - 1} + b{1}^{t} * \eps^1_t</li><li>V^{(2)}t = a{22}^{t-2} * V^{(2)}{t - 2} + b{2}^{t} * \eps^2_t for t % 2 == 0</li><li>V^{(3)}t = a{33}^{t-2} * V^{(3)}{t - 2} + a{13}^{t-2} * g(V^{(1)}{t - 2}) + a{23}^{t-1} * g(V^{(2)}{t - 1}) + b{3}^{t} * \eps^3_t for t % 2 != 0</li></ul><br>We present below the characteristics of each dataset in the following form: (f(), g(), a_{11}^{t-1} b_{1}^{t} a_{22}^{t-1} b_{2}^{t} a_{33}^{t-1} b_{3}^{t} a_{13}^{t-2} a_{23}^{t-1})<br><br>Dataset 1: (tanh, tanh, -0.45088901737058884 0.1 -0.5049523437439734 0.1 -0.23912014762598788 0.1 -0.10325271020569993 0.7873766287095652)<br><br>Dataset 2: (abso, tanh, 0.7943275308593616 0.1 -0.7759848046608431 0.1 -0.623677017045875 0.1 -0.7383399199106677 -0.11855529995628933)<br><br>Dataset 3: (sin, abso, 0.6747045268600222 0.1 0.649657313651451 0.1 0.7784498897392678 0.1 0.38390606423309004 -0.9649074283617511)<br><br>Dataset 4: (abso, abso, 0.5284812027494568 0.1 -0.1725023723393413 0.1 0.45721703518389356 0.1 -0.6942436019409397)<br><br>Dataset 5: (cos, cos, 0.6125159746673405 0.1 -0.7233943050608049 0.1 -0.13702376727771082 0.1 -0.14928558123954971 -0.11666721635492361)<br><br>Dataset 6: (cos, tanh, 0.6644969432799552 0.1 0.9407464970999357 0.1 0.44945132799683596 0.1 -0.7060163442837146 0.15681140184217734)<br><br>Dataset 7: (sin, sin, -0.5497126489579025 0.1 0.2849732727847174 0.1 0.4725914957333084 0.1 -0.42985480896234907 0.4112407421239732)<br><br>Dataset 8: (sin, sin, -0.6834672911363326 0.1 0.38426123989386074 0.1 0.9341063772829692 0.1 0.48236928466122797 0.1943403918087625)<br><br>Dataset 9: (sin, tanh, 0.33892872454094913 0.1 0.5148639129962742 0.1 -0.4569622735764802 0.1 0.9477074909578327 0.6377908667571701)<br><br>Dataset 10: (abso, cos, -0.6228341001882012 0.1 -0.9825061607468175 0.1 -0.9919617137990564 0.1 -0.4649381489765938 0.2517408817185083)