Derivatives Flashcards

1
Q

What is a energy derivative

A

contract derived from an underlying energy related commodity.
> It could be physical: an agreement to trade a commodity
at some future date
>Or financial: an exchange of cash flows based on energy prices at future dates

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2
Q

How can derivatives be splitter?

A

without optionality: forward, futures & swaps
with different sorts of optionality: options on standard forward/futures or on non-standards (e.g., hourly options, swings, power plant)

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3
Q

What is the keys interest here?

A

to find the fair value of a derivative (i.e., the price a neutral market participant would be willing to pay

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4
Q

Marked-to-market valuation

A

daily assessment of the market prices prices of a derivative, when the derivative liquid.

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5
Q

Describe Forward contracts

A
  • > Bilateral agreement to sell/buy a certain amount of a commodity on a fixed delivery date. Both a parties are obliged to deliver & pay.
  • > Products: standards and non standards
  • > Payment: occurs at a date close after delivery. (no cf until delivery)
  • > Deal closure: broker or electronic platform
  • > Challenge: credit risk ( one party does not full his obligation to deliver or pay

->Standards of the contracts: EFET-
invoicing: no later than the 10th day of the month following delivery
payment: no later than the 20th day of the month following delivery
- Formula
Today’s forward value = (current market price of a forward at time t for a given delivery T - price at which the contract was concluded) * e ^ -interest rate* (T-t)

-> Sentivity to changes in the underlying’s value: AV= AF*e^-r(T-t)

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6
Q

Describe Futures contracts

A
  • > often settled only financially. sometimes they allow to choose btw physical or financial settlement (before maturity)
  • > Deal Closure: commodity exchange trading system, there is also a clearing house that eliminates the credit risk included in OTC contracts
  • > Products: standards

->Challenges: Clearing houses demand payment of margins( initial and variation)
>initial-entry ticket;
>daily - day by day marking to market, reduces or increases the balance of margin account subject to delay fluctuation on price;
>maintenance - min. level of balance of margin account must fall below maintenance margin level

->Daily realisation of profits and loses leads to particular cash liquidity requirements compared to forward contracts.
-> Sentivity to changes in the underlying’s value AF:
AV= AF

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7
Q

Describe how the margin account in the future contract work?

A

Maint and initial margins are given

  1. Se empieza con un margin inicial de x en t=0
  2. Se suma o resta el delta P&L de del t=1 al initial margin
  3. Repetir suma o resta. En caso de que el margin account tenga un valor menor al del maint. margin, se anade el inicial margin nuevamente.Si la cantidad es menor a 0 (e.g. - 62.80. se anade esa cantidad mas el intial margin (i.e., 262.80)
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8
Q

Describe Swap Contracts

A
  • > One couterpart (customer) pays the other counterpart (trader) a fixed payment at a pre-determined date, whereas the other counterpart (trader) pays at the same day varible payments. IOW: at settlement both parties exchange the difference between fixed and floating price. On the other hand, customer needs to buy power form the market, thus gets electricity from the market at a spot price.
  • > Settled only financial
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9
Q

Describe the Future and Forward Option contract

A

->Both have the obligation to buy or sell a defined amount of energy within a defined time period in the future at an agreed price. Both, buyer and seller are securing prices for future energy delivery.

  • > buyer will profit form rising energy prices and the seller the other way around.
  • > product with a fixed price and symmetric risk profile (what one side gains the other side loses)
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10
Q

Describe the call option

A

Rights and Obligations:

  • buyer of a call has the right but not the obligation to buy a a def. quantity at a agreed price by paying an option premium. (Piensa que precios pueden subir)
  • seller must sell in case buyer want to excecute the option

Profits and risks:

  • buyer is protected against higher energy prices, but may still profit from lower energy prices.
  • seller receives an option premium but may face infinite losses.
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11
Q

Describe a put option

A

gives the holder of the the option to sell a defined quantity of a commodity to the option seller.

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12
Q

What are the key option parameters

A
time to maturity (time gap)
strike price ( can be ITM, ATM, OTM)
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13
Q

Mention and explain two hedging strategies

A
  • Covered call (short call and forward) - expect prices to increase a bit
  • Protective put (forward and long put)
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14
Q

importan consequence of a put-call parity

A

the value of a call option can be calculated by the corresponding put option and the corresponding forward and vice versa.

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15
Q

what are the relevant elements considering for valuing an option

A

Time value: time gap between today and the time to maturity (long or short?) (also value coming from the future price developments of the underlying. => function of time to maturity and volatility of the underlying

Intrinsic or inner value: value if the option is to be exercised now => function of the strike price and current market price of the corresponding underlying. (assessment of the option to the current prices=

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16
Q

why is it effective to analyse the entire portfolio rather than just individual contracts

A

for an effective risk and portfolio management.
>The greeks:
Sensitivity of the portfolio in relation to important market parameters.

17
Q

what does the delta represent=?

A

how much the does portfolio value V change in case of changes in market price?

18
Q

what does gamma represent?

A

how much the the portfolio’s delta change in case of changes in the market price

19
Q

what does theta and Vega represent?

A

Theta = how much does the portfolio’s value change with respect to time to maturity t?

Vega= how much does the portfolio’s value change with respect to volatility?

20
Q

formula for the spread ( price differences btw things) positive we make money; negative we loos

A

S = Power price - ((Fuel price + emission factor * EUA price)/plant efficiency)

21
Q

what is the power plant’s gross margin

A

margin = max (0; spread) -»> at 0 starts to generate