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Consider the GARCH(1,1)model = α0 + α1

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Consider the GARCH(1,1)model Consider the GARCH(1,1)model   = α0 + α1   + φ1   .Show that this model can be rewritten as   =   + α1(   + φ1   +     +     + ... ).(Hint: use the GARCH(1,1)model but specify it for   ;substitute this expression into the original specification,and so on. )Explain intuitively the meaning of the resulting formulation. = α0 + α1 Consider the GARCH(1,1)model   = α0 + α1   + φ1   .Show that this model can be rewritten as   =   + α1(   + φ1   +     +     + ... ).(Hint: use the GARCH(1,1)model but specify it for   ;substitute this expression into the original specification,and so on. )Explain intuitively the meaning of the resulting formulation. + φ1 Consider the GARCH(1,1)model   = α0 + α1   + φ1   .Show that this model can be rewritten as   =   + α1(   + φ1   +     +     + ... ).(Hint: use the GARCH(1,1)model but specify it for   ;substitute this expression into the original specification,and so on. )Explain intuitively the meaning of the resulting formulation. .Show that this model can be rewritten as Consider the GARCH(1,1)model   = α0 + α1   + φ1   .Show that this model can be rewritten as   =   + α1(   + φ1   +     +     + ... ).(Hint: use the GARCH(1,1)model but specify it for   ;substitute this expression into the original specification,and so on. )Explain intuitively the meaning of the resulting formulation. = Consider the GARCH(1,1)model   = α0 + α1   + φ1   .Show that this model can be rewritten as   =   + α1(   + φ1   +     +     + ... ).(Hint: use the GARCH(1,1)model but specify it for   ;substitute this expression into the original specification,and so on. )Explain intuitively the meaning of the resulting formulation. + α1( Consider the GARCH(1,1)model   = α0 + α1   + φ1   .Show that this model can be rewritten as   =   + α1(   + φ1   +     +     + ... ).(Hint: use the GARCH(1,1)model but specify it for   ;substitute this expression into the original specification,and so on. )Explain intuitively the meaning of the resulting formulation. + φ1 Consider the GARCH(1,1)model   = α0 + α1   + φ1   .Show that this model can be rewritten as   =   + α1(   + φ1   +     +     + ... ).(Hint: use the GARCH(1,1)model but specify it for   ;substitute this expression into the original specification,and so on. )Explain intuitively the meaning of the resulting formulation. + Consider the GARCH(1,1)model   = α0 + α1   + φ1   .Show that this model can be rewritten as   =   + α1(   + φ1   +     +     + ... ).(Hint: use the GARCH(1,1)model but specify it for   ;substitute this expression into the original specification,and so on. )Explain intuitively the meaning of the resulting formulation. Consider the GARCH(1,1)model   = α0 + α1   + φ1   .Show that this model can be rewritten as   =   + α1(   + φ1   +     +     + ... ).(Hint: use the GARCH(1,1)model but specify it for   ;substitute this expression into the original specification,and so on. )Explain intuitively the meaning of the resulting formulation. + Consider the GARCH(1,1)model   = α0 + α1   + φ1   .Show that this model can be rewritten as   =   + α1(   + φ1   +     +     + ... ).(Hint: use the GARCH(1,1)model but specify it for   ;substitute this expression into the original specification,and so on. )Explain intuitively the meaning of the resulting formulation. Consider the GARCH(1,1)model   = α0 + α1   + φ1   .Show that this model can be rewritten as   =   + α1(   + φ1   +     +     + ... ).(Hint: use the GARCH(1,1)model but specify it for   ;substitute this expression into the original specification,and so on. )Explain intuitively the meaning of the resulting formulation. + ... ).(Hint: use the GARCH(1,1)model but specify it for Consider the GARCH(1,1)model   = α0 + α1   + φ1   .Show that this model can be rewritten as   =   + α1(   + φ1   +     +     + ... ).(Hint: use the GARCH(1,1)model but specify it for   ;substitute this expression into the original specification,and so on. )Explain intuitively the meaning of the resulting formulation. ;substitute this expression into the original specification,and so on. )Explain intuitively the meaning of the resulting formulation.


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