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Assenagon Asset Management S.A. Selective Dispersion Creating an affordable Long Volatility Exposure in an Equity Portfolio

Selective Dispersion - Cboe · Source: Assenagon Equity Derivatives Database Implied Single Stock ... Source: Assenagon Equity Derivatives Database Selective dispersion in 2014

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Assenagon Asset Management S.A.

Selective Dispersion Creating an affordable Long Volatility Exposure in an Equity Portfolio

Assenagon Asset Management S.A. 2

Contents

1. Single Stocks Volatilities versus Index Volatilities

2. Volatility Flows and their Impact on Correlation

3. How to invest in Dispersion?

4. From a Pair Trade to a Selective Dispersion Portfolio

– Pair Properties

– What about the Skew?

5. Dispersion Portfolio

– An Example

– Cost of Carry

6. A "small" Digression

7. Summary

Contacts

Disclaimer

Assenagon Asset Management S.A. 3

1. Single Stocks Volatilities versus Index Volatilities

Standard dispersion investment: Trading an index volatility versus the volatility of its components

But where do we stand on a broader scale?

Volatility Pair Index (VPI)

(Average implied volatility over 150 stocks worldwide) – (Average implied volatility over 5 main indices worldwide)

measured ATM forward with a maturity of 270 calendar days

Value of X% average single stocks volatility trades X vol.-%-points above our basket of indices

Current VPI value @ 5.5%

VPI behaves positively wrt to volatility and offers a decent carry.

How to gain such exposure? Can we further enhance carry and convexity of such a position?

Source: Assenagon Equity Derivatives Database, Bloomberg

0%

5%

10%

15%

20%

25%

30%

2004 2006 2007 2008 2010 2011 2012 2014

Volatility Pair Index (implied, ATMf, 270d)

Volatility Pair Index (realized, 90d)

vol.-%

-poin

ts

y = 0.2352x + 0.0418 R² = 0.6486

0%

5%

10%

15%

20%

25%

30%

0% 20% 40% 60% 80%

Vola

tilit

y P

air I

ndex

implied volatility SPX Index (ATMf, 270d)

Assenagon Asset Management S.A. 4

2. Volatility Flows and their Impact on Correlation

Contrarian flows explain distortions in correlation

On indices

The protection and hedging flow is focused on liquid indices. Tendency to drive the volatility higher.

On stocks

Dealers get long single stocks volatility through the issuance of structured products.

Dealers books are short vol. convexity need to sell more volatility in markets with decreasing volatilities

Overwriting flow for yield enhancement strategies

Source: Assenagon Equity Derivatives Database

Implied Single Stock

Volatilities

Implied Index

Volatilities

Implied correlation

increases

when index volatility gets

closer to stocks

5%

10%

15%

20%

25%

30%

35%

40%

900.00 1300.00 1700.00 2100.00

Call Bid Call Ask Putl Bid Put Ask

Upside Protection

Tail Hedging

Variable Annuities

10%

15%

20%

25%

30%

35%

40%

80.00 130.00 180.00 230.00

Call Bid Call Ask Put Bid Put Ask

Barrier Options put dealers long volatility:

- Selling Down & Out puts

- Reverse Convertible Structures

- Autocallable Structures (Down & In puts)

Overwriting Flow

Assenagon Asset Management S.A. 5

3. How to invest in Dispersion?

Main trades offering dispersion exposure for the buyside: A practical perspective.

Liquid and transparent

instruments

Allows for active position Mgmt

Path dependency

Heavy maintenance: daily delta

hedging, changing Γ & Ѵ etc…

Difficult to track the floating

strike used when analyzing

the correlation level

Mostly the same arguments as

for the variance swap trade

Fixed Strike Options Volatility Swaps

--

--

--

++ Low maintenance

Self delta hedging

Constant gamma

Vol. convexity

Valuation concerns (OTC product)

Difficult to actively manage the

position due to liquidity

constraints

Variance Swaps

++

++

++

--

--

++/-- +/-

++

Assenagon Asset Management S.A. 6

How to invest in Dispersion?

Actively managing your pairs (profit or loss taking)

Monitoring carry (realized – implied) on a micro level

Keeping an optimized dispersion position at any time

Dispersion Exposure is generated

through a sum of Volatility Pair Trades

Trading fixed strikes options (liquid, listed, transparent

for valuation)

Trading with some improvements taking into account

the skew dynamics

Var./ Vol. Swap Options

Liquidity & Transparency

#1 OTC

Counterpart

+ only

selected

banks

quoting …

Listed

Market

OTC

Market

Transparent

Valuation

… V+

S2

V+

S1

IX Short

Vol. 2

IX Short

Vol. 1

From an actively managed perspective:

Instrument that can be frequently traded in & out

Instrument where valuation can be independently determined

Assenagon Asset Management S.A. 7

4. From a Pair Trade to a Selective Dispersion Portfolio

In order to get exposure to an optimized version of the "Volatility Pair Index", one can apply a comprehensive screening on all

volatility pairs to detect those with the following properties:

Long convexity bias

Minimizing implied draw downs given volatility regimes

Vega neutral (long/short volatility in the same amount)

Maximizing carry (realized – implied volatility)

Diluting the correlation risk

Source: Assenagon Equity Derivatives Database

y = 0.83x - 0.0443 R² = 0.5759

0%

10%

20%

30%

40%

50%

60%

70%

0% 10% 20% 30% 40% 50% 60%

Implie

d v

ola

tilit

y p

air

GS

US

– S

PX

Index (

AT

Mf,

360d)

implied volatility SPX Index (ATMf, 360d)

Convexity

Historical implied floor

-5%

0%

5%

10%

15%

20%

25%

30%

35%

40%

45%

0%

10%

20%

30%

40%

50%

60%

70%

2005 2007 2009 2011 2013

Carry implied volatility pair GS US - SPX (rhs)

Implied volatility pair GS US - SPX (lhs)

Assenagon Asset Management S.A. 8

4. From a Pair Trade to a Selective Dispersion Portfolio

One can understand and quantify how each pair reacts to correlation movements

0%

10%

20%

30%

40%

50%

60%

70%

0%

25%

50%

75%

100%

2006 2008 2010 2012 2014

vo

l.-%-p

oin

ts C

orr

ela

tio

n

SPX 1y realized correlation

SPX 1y implied correlation

Implied volatility pair GS US – SPX Index (ATMf, 1y)

-10%

0%

10%

20%

30%

40%

0%

10%

20%

30%

40%

50%

60%

70%

80%

90%

2006 2008 2010 2012 2014

vo

l.-%-p

oin

ts

Co

rrela

tio

n

SPX 1y realized correlation

SPX 1y implied correlation

Implied volatility pair SIE GY – DAX Index (ATMf, 1y)

1%

2%

3%

4%

5%

6%

7%

8%

9%

10%

0%

10%

20%

30%

40%

50%

60%

70%

80%

90%

2006 2008 2010 2012 2014

vo

l.-%-p

oin

ts

Co

rrela

tio

n

SPX 1y realized correlation

SPX 1y implied correlation

Implied volatility pair RTY Index – SPX Index (ATMf, 1y)

Source: Assenagon Equity Derivatives Database

Assenagon Asset Management S.A. 9

4. From a Pair Trade to a Selective Dispersion Portfolio –

What about the skew?

Buy Optionality:

Sell an amount of Δ to compensate the skew effect

In its magnitude, this Δ is similar to a Variance Swap Δ

Source: Assenagon Equity Derivatives Database

Volatility Pair

Short

Delta

Long

Delta

Long

Vega

Short

Vega

Volatility Pair

Long Vega

Short Vega

5%

10%

15%

20%

25%

30%

35%

40%

900.00 1300.00 1700.00 2100.00

Call Bid Call Ask Putl Bid Put Ask

Assenagon Asset Management S.A. 10

5. Dispersion Portfolio – An example

With Fixed Strike Options

– Managing the skew effect is essential to mitigate tracking errors

– Residual long Δ (skew difference index vs. stocks)

Note: variance swap dispersion is showing similar long Δ net exposure

0%

2%

4%

6%

8%

10%

12%

14%

16%

18%

2009 2010 2011 2012 2013

Selective dispersion (fixed strikes + additional deltas)

Volatility Pair Index

Source: Assenagon Equity Derivatives Database

2014 collapse in dispersion levels

Plain Vanilla Selective

Dispersion

Position Additional Δ

SPX

-400k USD

Vega

+7.2M USD

AFL US -141k USD

BHP US -122k USD

CAT US -115k USD

CMCSA US -89k USD

CMI US -100k USD

… …

Total net Δ +3.9M USD

Variance Swap Selective

Dispersion

Position Additional Δ

SPX

-400k USD

Vega

+5.7M USD

AFL US -100k USD

BHP US -110k USD

CAT US -100k USD

CMCSA US -90k USD

CMI US -80k USD

… …

Total net Δ +2.7M USD

Assenagon Asset Management S.A. 11

5. Dispersion Portfolio – Cost of Carry

Managing the cost of carry in the portfolio is essential for the long-term sustainability of the position.

Carry is produced through realized volatilities and captured by means of daily delta hedging.

Despite a challenging year 2014 with shrinking implied levels of dispersion, the carry was a constant source of return.

Source: Assenagon Equity Derivatives Database

Selective dispersion in 2014 (net carry) Dispersion Performance YTD

3%

4%

5%

6%

7%

8%

Jan 14 Mar 14 May 14 Jul 14

Dispersion performance

Dispersion performance + carry

0.00%

0.20%

0.40%

0.60%

0.80%

1.00%

1.20%

1.40%

Jan 14 Mar 14 May 14

Assenagon Asset Management S.A. 12

6. A "small" Digression

What is that? Without a 30 months shift forward in FDFD Index

Source: Bloomberg

-1

0

1

2

3

4

5

6

7

8

0

5

10

15

20

25

30

35

40

45

Apr 95 Jun 98 Sep 01 Nov 04 Feb 08 Apr 11 Jun 14

SPX 360 Days Realized Volatility ?

-1

0

1

2

3

4

5

6

7

8

0

5

10

15

20

25

30

35

40

45

Oct 92 May 96 Nov 99 May 03 Dec 06 Jun 10 Jan 14

SPX 360 Days Realized Volatility FDFD Index realized volatility SPX Index (360d) realized volatility SPX Index (360d) index

Assenagon Asset Management S.A. 13

7. Summary

Trading dispersion can offer both long volatility and positive carry

Current dispersion levels are very attractive compared to recent years

Practical implementation can be tricky and cumbersome (but not impossible)

Ensuring liquidity in the dispersion portfolio is crucial

Assenagon Asset Management S.A. 14

Contacts

Customer Coverage

Hans Günther Bonk

Phone +49 89 519966-410

[email protected]

Michael Huber

Phone +49 89 519966-452

[email protected]

Matthias Kunze

Phone +49 89 519966-421

[email protected]

Michael van Riesen

Phone +49 89 519966-419

[email protected]

Ronald Siebel

Phone +49 89 519966-420

[email protected]

Marcus Steudner

Phone +49 89 519966-451

[email protected]

Scan for App

Sales Operations

Simone Alanne

Phone +49 89 519966-460

[email protected]

Carina Herz

Phone +49 89 519966-462

[email protected]

Senior Advisor

Christian Maria Kreuser

Phone +49 89 519966-378

[email protected]

Chief Economist

Dr. Martin W. Hüfner

Phone +49 89 519966-150

[email protected]

Imprint

Assenagon Asset Management S.A.

Aerogolf Center

1B, Heienhaff

1736 Senningerberg, Luxemburg

Assenagon Asset Management S.A.

Zweigniederlassung München

Prannerstraße 8

80333 München, Deutschland

Assenagon Schweiz GmbH

Paradeplatz 4

8001 Zürich, Schweiz

Assenagon Client Service GmbH

Prannerstraße 8

80333 München, Deutschland

www.assenagon.com

Assenagon Asset Management S.A. 15

Disclaimer

All information contained in this document is based on carefully selected sources which are considered to be reliable. However, Assenagon S.A., Luxembourg, Assenagon Asset Management S.A.,

Luxembourg and its branch offices as well as Assenagon Schweiz GmbH, Assenagon Client Service GmbH, Munich and Assenagon GmbH, Munich (hereinafter collectively referred to as "Assenagon

Group") cannot guarantee the correctness, completeness or accuracy of the information. Any liability or warranty arising from this document is therefore completely excluded, and the Assenagon

Group assumes no responsibility for, among other things, the completeness, correctness, timeliness and availability of the information, despite having compiled it with due care.

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12 August 2014