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Manuele Monti, Ph.D.
GDF Suez Energia Italia
Energy Management - Power & Risk Portfolio
Quantitative approaches and
venues for Energy Trading & Risk
Management
Presentation Title
Milano, 25 Marzo 2014
E' vietata la riproduzione, anche parziale, di immagini, testi o contenuti senza
autorizzazione dell’autore e di GDF Suez Energia Italia s.p.a.
Copyright all contenents reserved.
Group profile: Global
2
Group profile: Global
3
Outline presentation
4
Quantitative Analysis and Analytics in ETRM companies
An example of quantitative applications:
Asset modelling and portfolio management (VPP)
Strategy for QA & Analytics desk development
ETRM company structure: Financial optimization
5
Gas
Desk
Energy Management
Gas & Power Markets
(OTC markets, IPEX, IDEX, PSV, Cross Border, outborder, Green)
B2B B2C
Power Generation
Gas
Power
Sales Organization
Gas
Power
Green
Green
Power
Desk
Make-or-Buy
Asset-backed Trading Portfolio Optimization
Giants
VPP/
Tolling/
RHP
Risk Management
Spark Spread maximization
ETRM company structure: activities
6
Quantitative Analysis & Analytics
techniques:
o Hedging and asset allocation vanilla products, swap,
exotic
o Asset modeling and optimization with structured
energy products (VPP, Swing, storage)
o Asset Risk Management
«P»-side o Buy-side of the finance
Real probability: «model the future»
Typical Quant figures:
Quant Risk & Portfolio
Manager
Quant strategist
ERPM Quant developer
ETRM company structure: activities
Techniques:
o Stochastic processes and Montecarlo
simulation
o Stochastic – Dynamic programming
o Risk Metrics (VaR, EaR, CaR, ES)
«Q»-side or Sell-side of the finance
Risk neutral: «extrapolate the present»
Typical Quant figures:
Quant Trader (FO Quant)
Structured deal trader
Algorithmic trader e HFT in
Prop desks
ETRM Quant developer
Quantitative Analysis & Analytics
techniques:
o Pricing derivatives vanilla, exotics and structured
energy products (VPP e Swing Options, Storage)
o Trading fundamental, technical, algo trading and
HFT
o Asset Backed Trading
Techniques:
o Stochastic processes and Montecarlo
simulation
o Stochastic – Dynamic programming
o Algorithmic and meta trading strategies
o High Performance Computing, big data
& data mining
o DMA e latency monitoring
ETRM company structure: activities
Typical Quant figures:
Energy Market Analyst
Bidding strategist
ETRM Quant developer
Quantitative Analysis & Analytics
techniques:
o Short –term and cross-commodity portfolio
optimization
o Unbalances bidding optimization
o Prompt prices forecasting and modeling
Techniques:
o Hybrid modelization
(statistics+fundamental)
o Thick quantitative (Neural Networks,
Fuzzy Logic),
o Operation research
o Game theory
ETRM company structure: activities
Model a risk hedging approach to offset the volume and price risk for the producer
Model a risk transfer mechanism to get the producer rid of the price and volume risks
Estimation of Risk Management fee
MWh
(S-Fee)*Q*t
MWh
Pz*Vol
S*Q*t PUN*Q*t
Producer
OTC
PUN = IPEX electricity hourly price (€/MWh)
Pz = IPEX zonal electricity hourly price (€/MWh)
Q = Hourly hedging level (MW);
Vol = Wind farm production (MWh)
S = Strike (€/MWh);
t = time-frame (h)
PUN*(Vol-Q*t) Fee*Q*t
(Fixed Income)
Price risk Volume risk
MtM
Risk Management application: Wind risk management
Margin vs TOP real testcase (Y-)
Wind velocity and power timeseries of a farm in a given
time-window and market level
Wind velocity and Power forecast:
- Modelling a synthetic wind-velocity process
- Modelling a synthetic hourly power production process
1
Risk Analysis:
- Montecarlo simulation assess optimal hedging level (Qopt)
- Montecarlo simulation, with hedging (Qopt) to assess producer Fee e VaR
3
IPEX PUN price forecast:
- Set-up of a monthly parametric mean-reverting PUN process (Peak- Off Peak –
Holydays switch) with Jumps
2
Quantitative algorithm
Portfolio Management application:
Hedging VPP by a multi-strike call option
12
Max capacity: 1100MW
Min capacity: 462MW
Must run constraints
Option on CSS = PW-IT – 2*PSV - CO2
Ramp-up from Min to Max: 2 hours
Real asset flexibility: Strip of daily call options Peak/Off-peak
CSS (€/MWh)
Volume in the money
(TWh)
VPP EXERCISE
40
45
50
55
60
65
70
75
80
85
90
1 3 5 7 9 11 13 15 17 19 21 23
PUN 2013
Media PUN orario 2013
Media OFF PEAK orario 2013
Media PEAK orario 2013
Dynamic – Programming priciple
13
The best combination of contingent claims, aims to optimize the value function:
• Vt(st) = value function (i.e. cash flow, S-P)
• = admissible state variables in the system
• = control variables (electricity price, gas price, CO2, CV)
• = transition function
• = cash flow in the state upon taking decision
The stochastic-dynamic programming algorithm solves the Hamilton – Jacobi-
Bellman (HJB) equation, by iteratively optimizing the expectation of the
continuation value:
Dynamic – Programming priciple
9/12/2013
14
Presentation Title
The best combination of contingent claims, aims to optimize the value function:
• Vt(st) = value function (i.e. cash flow, S-P)
• = variabili di stato ammissibili
• = variabili di controllo (prezzo elettricità, gas, CO2, CV)
• = funzione di transizione
• = cash flow generato nello stato prendendo la decisione
Hedging VPP by a multi-strike call option
Strike calibration
E@RA: (Average – P05) earning of the naked asset
E@RP: (Average – P05) earning of option + asset
0%
2%
4%
6%
8%
10%
12%
14%
16%
-60 -40 -20 0 20 40 60 80 100 120 140 160
Average Cashflowdistribution
ASSET AS+ OP Multi Strike AS+ OP 1 Strike M€
15
HCR* = 1- (E@RP/E@RA)
0.00
1.00
2.00
3.00
4.00
5.00
6.00
-30.00 -20.00 -10.00 - 10.00 20.00 30.00 40.00
Asset based approach
Asset
Option 1 Strike
0.00
1.00
2.00
3.00
4.00
5.00
6.00
-30.00 -20.00 -10.00 - 10.00 20.00 30.00 40.00
Multi Strike approach
Asset
Option Multi Strike
TWh
CSS IT
€/MWh
CSS IT
€/MWh
HCR* = 60% HCR* = 93%
The optimal strike combination is the one
that maximizes the objective function:
Hedge cover ratio
TWh
Strategy for QA & Analytics desk development
Capital Intensive Knowledge Intensive
Outsourcing
and consultancy
investments
Human and
intellectual capital
investment
- Dependency on external entities
- Technology change risk
- More expensive
Direct KPI monitoring
Reduced responsibility
Full delegation
Flexibility
Less expensive
Long term investments
Adoption of knowledge and
technology brokers
- Larger development time (?)
- Need for know-how retention
17
“Enhance the knowledge and technology transfer
between research, industry and innovation”
Manuele.monti@gdfsuez.it
@ Manuele Monti
# EquanT Bootcamp
www.equantbootcamp.com

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Quantitive Approaches and venues for Energy Trading & Risk Management

  • 1. Manuele Monti, Ph.D. GDF Suez Energia Italia Energy Management - Power & Risk Portfolio Quantitative approaches and venues for Energy Trading & Risk Management Presentation Title Milano, 25 Marzo 2014 E' vietata la riproduzione, anche parziale, di immagini, testi o contenuti senza autorizzazione dell’autore e di GDF Suez Energia Italia s.p.a. Copyright all contenents reserved.
  • 4. Outline presentation 4 Quantitative Analysis and Analytics in ETRM companies An example of quantitative applications: Asset modelling and portfolio management (VPP) Strategy for QA & Analytics desk development
  • 5. ETRM company structure: Financial optimization 5 Gas Desk Energy Management Gas & Power Markets (OTC markets, IPEX, IDEX, PSV, Cross Border, outborder, Green) B2B B2C Power Generation Gas Power Sales Organization Gas Power Green Green Power Desk Make-or-Buy Asset-backed Trading Portfolio Optimization Giants VPP/ Tolling/ RHP Risk Management Spark Spread maximization
  • 6. ETRM company structure: activities 6
  • 7. Quantitative Analysis & Analytics techniques: o Hedging and asset allocation vanilla products, swap, exotic o Asset modeling and optimization with structured energy products (VPP, Swing, storage) o Asset Risk Management «P»-side o Buy-side of the finance Real probability: «model the future» Typical Quant figures: Quant Risk & Portfolio Manager Quant strategist ERPM Quant developer ETRM company structure: activities Techniques: o Stochastic processes and Montecarlo simulation o Stochastic – Dynamic programming o Risk Metrics (VaR, EaR, CaR, ES)
  • 8. «Q»-side or Sell-side of the finance Risk neutral: «extrapolate the present» Typical Quant figures: Quant Trader (FO Quant) Structured deal trader Algorithmic trader e HFT in Prop desks ETRM Quant developer Quantitative Analysis & Analytics techniques: o Pricing derivatives vanilla, exotics and structured energy products (VPP e Swing Options, Storage) o Trading fundamental, technical, algo trading and HFT o Asset Backed Trading Techniques: o Stochastic processes and Montecarlo simulation o Stochastic – Dynamic programming o Algorithmic and meta trading strategies o High Performance Computing, big data & data mining o DMA e latency monitoring ETRM company structure: activities
  • 9. Typical Quant figures: Energy Market Analyst Bidding strategist ETRM Quant developer Quantitative Analysis & Analytics techniques: o Short –term and cross-commodity portfolio optimization o Unbalances bidding optimization o Prompt prices forecasting and modeling Techniques: o Hybrid modelization (statistics+fundamental) o Thick quantitative (Neural Networks, Fuzzy Logic), o Operation research o Game theory ETRM company structure: activities
  • 10. Model a risk hedging approach to offset the volume and price risk for the producer Model a risk transfer mechanism to get the producer rid of the price and volume risks Estimation of Risk Management fee MWh (S-Fee)*Q*t MWh Pz*Vol S*Q*t PUN*Q*t Producer OTC PUN = IPEX electricity hourly price (€/MWh) Pz = IPEX zonal electricity hourly price (€/MWh) Q = Hourly hedging level (MW); Vol = Wind farm production (MWh) S = Strike (€/MWh); t = time-frame (h) PUN*(Vol-Q*t) Fee*Q*t (Fixed Income) Price risk Volume risk MtM Risk Management application: Wind risk management
  • 11. Margin vs TOP real testcase (Y-) Wind velocity and power timeseries of a farm in a given time-window and market level Wind velocity and Power forecast: - Modelling a synthetic wind-velocity process - Modelling a synthetic hourly power production process 1 Risk Analysis: - Montecarlo simulation assess optimal hedging level (Qopt) - Montecarlo simulation, with hedging (Qopt) to assess producer Fee e VaR 3 IPEX PUN price forecast: - Set-up of a monthly parametric mean-reverting PUN process (Peak- Off Peak – Holydays switch) with Jumps 2 Quantitative algorithm
  • 12. Portfolio Management application: Hedging VPP by a multi-strike call option 12 Max capacity: 1100MW Min capacity: 462MW Must run constraints Option on CSS = PW-IT – 2*PSV - CO2 Ramp-up from Min to Max: 2 hours Real asset flexibility: Strip of daily call options Peak/Off-peak CSS (€/MWh) Volume in the money (TWh) VPP EXERCISE 40 45 50 55 60 65 70 75 80 85 90 1 3 5 7 9 11 13 15 17 19 21 23 PUN 2013 Media PUN orario 2013 Media OFF PEAK orario 2013 Media PEAK orario 2013
  • 13. Dynamic – Programming priciple 13 The best combination of contingent claims, aims to optimize the value function: • Vt(st) = value function (i.e. cash flow, S-P) • = admissible state variables in the system • = control variables (electricity price, gas price, CO2, CV) • = transition function • = cash flow in the state upon taking decision The stochastic-dynamic programming algorithm solves the Hamilton – Jacobi- Bellman (HJB) equation, by iteratively optimizing the expectation of the continuation value:
  • 14. Dynamic – Programming priciple 9/12/2013 14 Presentation Title The best combination of contingent claims, aims to optimize the value function: • Vt(st) = value function (i.e. cash flow, S-P) • = variabili di stato ammissibili • = variabili di controllo (prezzo elettricità, gas, CO2, CV) • = funzione di transizione • = cash flow generato nello stato prendendo la decisione
  • 15. Hedging VPP by a multi-strike call option Strike calibration E@RA: (Average – P05) earning of the naked asset E@RP: (Average – P05) earning of option + asset 0% 2% 4% 6% 8% 10% 12% 14% 16% -60 -40 -20 0 20 40 60 80 100 120 140 160 Average Cashflowdistribution ASSET AS+ OP Multi Strike AS+ OP 1 Strike M€ 15 HCR* = 1- (E@RP/E@RA) 0.00 1.00 2.00 3.00 4.00 5.00 6.00 -30.00 -20.00 -10.00 - 10.00 20.00 30.00 40.00 Asset based approach Asset Option 1 Strike 0.00 1.00 2.00 3.00 4.00 5.00 6.00 -30.00 -20.00 -10.00 - 10.00 20.00 30.00 40.00 Multi Strike approach Asset Option Multi Strike TWh CSS IT €/MWh CSS IT €/MWh HCR* = 60% HCR* = 93% The optimal strike combination is the one that maximizes the objective function: Hedge cover ratio TWh
  • 16. Strategy for QA & Analytics desk development Capital Intensive Knowledge Intensive Outsourcing and consultancy investments Human and intellectual capital investment - Dependency on external entities - Technology change risk - More expensive Direct KPI monitoring Reduced responsibility Full delegation Flexibility Less expensive Long term investments Adoption of knowledge and technology brokers - Larger development time (?) - Need for know-how retention
  • 17. 17 “Enhance the knowledge and technology transfer between research, industry and innovation”
  • 18. Manuele.monti@gdfsuez.it @ Manuele Monti # EquanT Bootcamp www.equantbootcamp.com