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<Model same as Dos Santos (2014)> ˙ Q = Z - R ˙ F k = R + pqR - (Z - B k ) Z = α(R + pqR)+ B k Y c = (1 - p)qR Y w = kZ C c = γY c C w = βY w + B w ˙ F c = Y c - C c ˙ F w = Y w - (C w - B w ) D = (1 - k)Z - C c - C w (1) <Model same as Dos Santos (2014) with interest payments flow> ˙ Q = Z - R ˙ F k = R + pΠ K - (Z - B k ) Z = α(R + pΠ K )+ B k Y c = (1 - pK Y w = kZ C c = γY c C w = βY w + B w ˙ F c = Y c - C c ˙ F w = Y w - (C w - B w ) (2) 1

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  • Q = Z RFk = R + pqR (Z Bk)Z = (R + pqR) +Bk

    Yc = (1 p)qRYw = kZ

    Cc = Yc

    Cw = Yw +Bw

    Fc = Yc CcFw = Yw (Cw Bw)D = (1 k)Z Cc Cw

    (1)

    Q = Z RFk = R + pK (Z Bk)Z = (R + pK) +Bk

    Yc = (1 p)KYw = kZ

    Cc = Yc

    Cw = Yw +Bw

    Fc = Yc CcFw = Yw (Cw Bw)

    (2)

    1