Determine the best relationship between their values

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Ordering Bermudan swaptions Consider the following six interest rate options, where 0 ∗

II. A 1yr-into-10yr K-strike Bermudan payer swaption, where Bank A has the right to exercise at T = 1 and annually thereafter, into a swap with final maturity T = 11.

III. A 1yr-into-10yr K-strike Bermudan payer swaption, where Bank A has the right to exercise at T = 1 and semi-annually thereafter, into a swap with final maturity T = 11.

IV. A 1yr-into-10yr K∗-strike European payer swaption.

V. A 1yr-into-10yr K-strike American style payer swaption defined as follows. Bank A has the right to exercise at any time up to T = 1. If Bank A exercises at time T0, 0 ≤ T0 ≤ 1, Bank A pays fixed on a swap from T0 to T0 + 10.

VI. A 1yr-into-10yr K-strike American style payer swaption defined as follows. Bank A has the right to exercise at any time up to T = 1. If Bank A exercises at time T0, 0 ≤ T0 ≤ 1, Bank A pays fixed on a swap from T = 1 to T = 11.

For each pair of options (a)-(g) in Table below, determine the best relationship between their values to Bank A at time t = 0 from choices =, ≥, ≤ and ?, where ? means the relationship is indeterminate.

723_Table.jpg

Reference no: EM131245120

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