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Policy measures targeting a more integrated gas market: impact on prices and arbitrages Ekaterina Dukhanina, MINES ParisTech Franois Lvque, MINES ParisTech Olivier Massol, IFP School & City University of London 15th IAEE European


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Policy measures targeting a more integrated gas market: impact on prices and arbitrages

Ekaterina Dukhanina, MINES ParisTech François Lévêque, MINES ParisTech Olivier Massol, IFP School & City University of London

15th IAEE European Conference - Vienna 2017

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Introduction

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  • Context:
  • An integrated market improves possibility to forecast and can preserve the market

from disturbances and reinforce the security of supply

  • In order to achieve an integrated gas market policy makers need to find efficient

measures aiming at an increase in liquidity on gas trading hubs

  • Goal of the paper:
  • To analyse the efficiency of a policy targeting a more integrated gas market
  • Motivation:
  • French case offers an example of such policy
  • The efficiency of this policy has not been evaluated yet
  • According to European initiatives to create an integrated, efficient and liquid gas

market further mergers of trading zones are proposed

  • Question:
  • Whether the merger of two zones has helped to get a more integrated and efficient

gas market?

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French case: gas markets after liberalization

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100 200 300 400 500 600 700

2012 2013 2014 2015 2016

Gas & LNG supply (TWh)

North South

  • Gas balancing zones:
  • Entry-exit system for gas

transmission tariffs based on division into balancing zones

  • The number of zones has been

gradually reduced after a series

  • f mergers
  • Since April 2015: 2 gas trading

regions: North & South

Source: GRTGaz

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Literature

  • Historical definition of integration:
  • Two geographical markets for a tradable good are integrated if the price difference

between these two markets equals the unit transportation cost

  • Empirical approach:
  • Interrelations between prices in different locations:
  • co-movements, correlation, Granger causality (Doane & Spulber,1994),
  • cointegration (De Vany & Walls,1993; Serletis,1997; Asche et al., 2002, 2013 and

Siliverstovs et al., 2005),

  • stationarity of pairwise price differentials (Cuddington & Wang, 2006),
  • short term and long term relations (Park et al., 2008; Brown & Yücel, 2008; Schultz &

Swieringa, 2013; Olsen et al., 2015)

  • Kalman filter approach and time varying degree of price convergence (King & Cuc,1996;

Neumann et al., 2006; Neumann, 2009 and Renou-Maissant 2012),

  • Spatial equilibrium approach:
  • Spatial efficiency of the market: in equilibrium all arbitrage opportunities are being

exploited

  • Spatial equilibrium theory (Enke, 1951; Samuelson, 1952; Takayama & Judge, 1971 and

Harker, 1986)

  • Parity bounds model with arbitrage equilibrium, autarchic and barriers to trade regimes

(Spiller & Huang, 1985; Sexton, Kling & Carman, 1991; Barrett & Li, 2002; Negassa & Myers, 2007; Massol & Banal-Estañol, 2016) 15th IAEE European Conference - Vienna 2017 4

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Methods

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  • Spatial equilibrium model :
  • Parity bounds model with policy dummies which estimates probabilities (by maximum

likelihood method) to be in one of three trade regimes:

  • Spatial equilibrium with zero arbitrage rent (R = 0):
  • Barriers to trade with positive arbitrage rent (R > 0):
  • Autarchic with negative arbitrage rent (R < 0) :
  • Where

represents marginal rent from arbitrage (price spread net of transportation costs), et is a random shock, assumed to be normally distributed with zero mean and standard deviation σe and ut is non-negatively valued random variable assumed to be half-normal and distributed independently from et with standard deviation σu

  • Ex-post assignment of the regime for each observation in order to analyse the

relation between the regimes and the infrastructure use

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  • Parity bounds model estimation:
  • Higher probability to observe the spatial equilibrium regime (market became more

spatially efficient)

  • Reduced probability of the regime “barriers to trade” (less unexploited arbitrage
  • pportunities observed after the policy)
  • Decrease in probability to be in the autarchic regime (decrease in trade when the trade is

not profitable)

Results

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  • Data:
  • End of the day price spread
  • Study period: July 2011 – February 2017

Period Parameters λ1 λ2 λ3 γ1 γ2 γ3 Regime R=0 R>0 R<0 R=0 R>0 R<0 Probability 0,55 0,40 0,05 0,92 0,07 0,01 Z statistics 26,89 16,14 6,12 72,86 5,33 2,59 Before zone merger After zone merger

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  • 1,7
  • 1,65
  • 1,6
  • 1,55
  • 1,5
  • 1,45
  • 1,4

0,2 0,4 0,6 0,8 1

Arbitrage rent Load rate

Regime R<0

  • 2
  • 1,5
  • 1
  • 0,5

0,5 1 1,5 2 0,2 0,4 0,6 0,8 1

Arbitrage rent Load rate

Regime R=0

5 10 15 20 25 0,2 0,4 0,6 0,8 1

Arbitrage rent Load rate

Regime R>0

  • 3,3
  • 3,1
  • 2,9
  • 2,7
  • 2,5
  • 2,3
  • 2,1
  • 1,9
  • 1,7
  • 1,5

0,2 0,4 0,6 0,8 1

Arbitrage rent Load rate

Regime R<0

  • 2
  • 1,5
  • 1
  • 0,5

0,5 1 1,5 2 0,2 0,4 0,6 0,8 1

Arbitrage rent Load rate

Regime R=0

2 4 6 8 10 12 14 16 0,2 0,4 0,6 0,8 1

Arbitrage rent Load rate

Regime R>0

Relation between the regimes and infrastructure load

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  • After the policy:
  • Lower load in autarchic, fully loaded in ‘barriers to trade’, higher load in equilibrium regimes
  • Signs of increased liquidity
  • Improvement in the efficiency of the infrastructure use
  • Before the policy:
  • Pipeline fully loaded in autarchic, not fully loaded in barriers to trade and equilibrium regimes
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Conclusions

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  • The study allowed us to estimate the efficiency of a policy measure targeting a more

integrated gas market using spatial equilibrium framework.

  • A parity bounds model is applied to measure the impact on spatial efficiency of the

market of a policy decision to merge two gas trading zones in the South of France.

  • The model shows increased market integration and improved market efficiency after

the policy implementation.

  • The analysis of the infrastructure load rate indicates an increase in liquidity on the

market and an improvement in the efficiency of the infrastructure use.

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THANK YOU!

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