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Interest Rate Swaps

Interest Rate Swaps looks at interest rate swap mechanics, common applications, basis swaps, swap execution and clearing.

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24 Lessons (78m)

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  • Description & Objectives

  • 1. Interest Rate Swap (IRS) Mechanics

    04:13
  • 2. Interest Rate Swap Terminology

    02:47
  • 3. Cash Flow Timeline

    03:02
  • 4. Forward Looking RFR Term Rates

    02:23
  • 5. IRS or OIS (Overnight Index Swap)

    01:37
  • 6. OIS Mechanics

    03:30
  • 7. OIS Mechanics Example

    03:40
  • 8. Interest Rate Risk in IRS

    02:12
  • 9. Mark-to-Market (MTM) Valuation of IRS

    03:27
  • 10. Interest Rate Sensitivity of IRS

    04:08
  • 11. Application 1 Hedging Floating-Rate Debt

    03:47
  • 12. Application 2 New Issue Swaps

    03:27
  • 13. Application 2 New Issue Swaps Workout

    02:01
  • 14. Application 3 Trading the Curve

    05:28
  • 15. Swap Spreads

    04:44
  • 16. What Drives Swap Spreads

    05:32
  • 17. What Drives Swap Spreads Workout

    02:42
  • 18. Basis Swaps

    03:00
  • 19. EURIBOR 3s6s Tenor Basis

    03:04
  • 20. Tenor Basis Swap Applications

    04:03
  • 21. Swap Execution

    03:05
  • 22. The Shift to Central Clearing for Swaps

    01:33
  • 23. How Swap Clearing Reduces Risk

    03:36
  • 24. Interest Rate Swaps Tryout


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Application 3 Trading the Curve

  • Notes
  • Questions
  • Transcript
  • 05:28

How to use swaps to speculate on yield curve changes.

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Glossary

and trading the curvature pay fixed receive fixed trading the level trading the slope
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Transcript

Interest rate swaps are not only powerful hedging tools, but also effective instruments for speculating on the level and shape of the yields curve. Like other derivatives, swaps allow market participants to take leveraged positions as the initial capital outlay is limited to any required margin or collateral rather than the full notional amount. This makes them particularly attractive for those looking to express views on potential movements in interest rates without large upfront costs. When it comes to trading the yields curve using swaps, there are three primary ways to express a view trading the level, trading the slope, and trading the curvature. The latter two approaches take advantage of the flexible nature of swaps to target specific movements in the yield curve and are often referred to as curve trades. But first, let's look at trading the level of yields. In this scenario, the trader expects that all points on the yields curve will move in the same direction, either upwards or downward, or they have a specific view on just one segment of the curve. This is the simplest of the yield curve trades, and it involves either paying or receiving on a single swap. For example, if a trader anticipates that interest rates will rise across the curve, they might choose to pay a fixed rate and receive a floating rate on a single swap. Conversely, if they expect rates to fall, they would receive fixed and pay floating. So the objective is to profit from a general increase or decrease in interest rates by simply entering into a payer or receiver swap. Next, we can trade the slope of the yield curve. This trade involves expressing a view on how the relationship between short-term and long-term interest rates will evolve. Whether the yield curve will steepen longer rates rise more than shorter rates or flatten longer rates rise less than shorter rates. This kind of trade is typically referred to as a curve trade and is executed by using two swaps in opposite directions. A steeper expresses a view that the curve will steepen the trader would pay fixed on a longer dated swap and receive fixed on a shorter dated swap. A flattener reflects the opposite view. If the trader expects the curve to flatten, they would pay fixed on the short term swap and receive fixed on the long term swap. The objective here is to profit from a change in the slope between short and long rates. For instance, if the trader believes central bank policy will keep short-term rates anchored low, while inflation expectations drive long-term rates higher, they might enter a steeper. Conversely, if they expect long-term rates to fall more than short-term ones, they might choose a flattener.

Finally, let's explore trading the curvature of the yield curve. The curvature trade, also known as a butterfly trade, focuses on changes in the concavity of the yield curve. This trade expresses a view on how the belly or middle of the curve will move relative to the wings, the long and short ends of the curve. It is typically done using three swaps, one on the short end, one on the long end, and one in the middle. The trade is usually structured in a risk neutral manner where the exposure on the outer swaps the wings is half the risk of the central swap the belly. This helps reduce directional risk and allows the trader to focus purely on changes in the shape of the curve. The objective is to profit from changes in the curve's, concavity, whether it becomes more or less curved. For example, a butterfly trade might involve receiving fixed on the belly and paying fixed on the wings, anticipating that the middle of the curve will rise more than the ends. This kind of trade is often employed when the trader expects non-parallel shifts in the yield curve where the middle moves more or less than the ends. While similar positions can be taken using cash bonds, swaps offer a more efficient and highly leveraged way of expressing the same views. They eliminate the need for upfront funding bond borrowing or engaging with the repo markets, which reduces transaction costs and complexity. This makes swaps an attractive choice for traders looking to take targeted positions on the yields curve, whether to hedge existing exposures or to speculate on future movements.

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