Agreement Value Method

  

In derivative trading, there is a kind of contract known as a "swap." Here's an oversimplified definition: these deals involve people (well, usually they involve financial institutions, but banks are people too, right?) trading something that they eventually plan on trading back. Essentially, they are trading use of a thing, but not the thing itself.

Think of it like mutual borrowing. Saying to a friend "hey, let me borrow your car today and I'll let you watch a movie on my high-tech home theater system." This is a swap. You and your friend get use of each other's stuff for limited period of time.

Don't feel bad if that all hasn't sunk in. The derivatives market itself can get somewhat confusing, and swaps possibly represent the most confusing part. But for defining this term, the key for a swap is that there is a time limit. An expiration.

But sometimes these swaps get ended earlier than expected. Say something comes up that interrupts operation of one of the items in a swap, like a bankruptcy or a merger. Because of the early termination, one side owes the other side something as compensation.

In the example we discussed, you borrowed your friend's car, as you guys agreed, but while driving around you get a call: "hey, the power went out. I can't watch the movie." You got to use the car, but your friend didn't get their movie. You need to come up with something else to give them.

The Agreement Value Method is one of the ways to figure out what's owed when a swap ends early. (And an obviously dangerous one, because when two parties just agree on some value of an esoteric property, there is a kind of confusion-liability embedded in that agreement, as it's likely that, down the line, somebody will feel screwed.) Specifically, the International Swaps and Derivatives Association has three approved methods for figuring out termination payments when a swap ends prematurely. The Agreement Value Method is the most common one. (The others, by the way, consist of the Indemnification Method and the Formula Method, but we won't go into those here.)

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Finance: What is a swap, and what is a s...50 Views

00:00

Finance allah shmoop what is a swap And what is

00:05

a swap Shin Um can we just say it's an

00:09

option to swap You know like microsoft is a micro

00:13

computer software thing or like the electrocution is electricity and

00:17

execution or the bromance is you know brother and romance

00:22

which is something totally different when dealing with gerbils Anyway

00:25

one day a guy was holding a swap turned a

00:27

corner wasn't looking where he was going then glam o

00:30

he ran into an option What came of it was

00:32

a super hybrid type of security were in a slop

00:36

like i swap you so many dollars for so many

00:38

euros is tacked onto an option You want the ability

00:43

to pay off your loan either in us dollars or

00:46

in euros assuming they still exist when your loan comes

00:49

due That whole brexit thing that issue have the option

00:53

to swap the flavor of payments you're making for the

00:57

hundred grand You borrowed no it's houses play out well

01:01

When the bond was issued one dollar bought you one

01:03

euro and the interest rate was eight percent So you

01:06

paid eight grand a year to rent that hundred for

01:08

ten years at which point you're going to pay it

01:11

all off simple but after five years the exchange rates

01:14

have drifted massively Magic fairy dust was sprinkled by wizards

01:18

all over europe They beat back the thirty two hour

01:21

work week Corruption unions and economic misery wrought by not

01:25

being able to compete with china russia in africa and

01:28

now amazingly the euro is a much stronger currency than

01:32

the u s dollar that's kind of a fictional story

01:34

here that we'll make enough In fact one euro buys

01:37

you two u s dollars like it when the euro

01:39

was first put out there So if you holding the

01:42

swap shin on the interest payment flavor of the hundred

01:46

grand you borrowed if you so choose you can pay

01:50

that eight grand in euros that is instead of the

01:53

eight thousand dollars a year in interest you can pay

01:56

for thousand euros It's almost a ziff your interest rate

02:00

was cut in half That's not really it's a value

02:03

is the same it's just the number of units were

02:05

cut have theirs You know that works And if you

02:07

live in europe and work in europe and we're paid

02:09

in euros Well it really is like a roman holiday

02:11

of interest rates of just want to focus on the

02:13

numbers But the values of the same there's No free 00:02:15.938 --> [endTime] lunch here even in swap shen lang

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