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© Brammertz Consulting, 2009 1 Date: 14.06.22 Unified Financial Analysis Risk & Finance Lab Chapter 14: Dynamic simulation of banks Willi Brammertz / Ioannis Akkizidis
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Page 1: © Brammertz Consulting, 20091Date: 07.12.2015 Unified Financial Analysis Risk & Finance Lab Chapter 14: Dynamic simulation of banks Willi Brammertz / Ioannis.

© Brammertz Consulting, 2009 1Date: 21.04.23

Unified Financial AnalysisRisk & Finance Lab

Chapter 14: Dynamic simulation of banks

Willi Brammertz / Ioannis Akkizidis

Page 2: © Brammertz Consulting, 20091Date: 07.12.2015 Unified Financial Analysis Risk & Finance Lab Chapter 14: Dynamic simulation of banks Willi Brammertz / Ioannis.

© Brammertz Consulting, 2009 2Date: 21.04.23

The role of the chart of account

>Fulfills the completeness condition

>Chart of account is a first order product catalogue

>Contracts inside an account more or less homogenous

>Study chapter 14.1 carefully

Page 3: © Brammertz Consulting, 20091Date: 07.12.2015 Unified Financial Analysis Risk & Finance Lab Chapter 14: Dynamic simulation of banks Willi Brammertz / Ioannis.

© Brammertz Consulting, 2009 3Date: 21.04.23

Example of typical chart of account

Page 4: © Brammertz Consulting, 20091Date: 07.12.2015 Unified Financial Analysis Risk & Finance Lab Chapter 14: Dynamic simulation of banks Willi Brammertz / Ioannis.

© Brammertz Consulting, 2009 4Date: 21.04.23

Forecasting new productionLoans, mortgages and bond issues

> Maturity contract types (PAM, ANN, RGM…)

> Sluggish and predictable to a good extent> Product mix

> Characteristics

> Spreads

> Ratings

Page 5: © Brammertz Consulting, 20091Date: 07.12.2015 Unified Financial Analysis Risk & Finance Lab Chapter 14: Dynamic simulation of banks Willi Brammertz / Ioannis.

© Brammertz Consulting, 2009 5Date: 21.04.23

Forecasting new productionCurrent accounts, savings and deposits

> Mostly non-maturity products

> Needs dynamic replication portfolio technique

> Volume: Sluggish and reasonable predictable under normal conditions> New and old volumes not distinguishable

> Strongly rate sensitive

> Not sluggish in crisis!

> Rate: Partially under own control> Linked to special rates (product rates)

> Difficult to quantify effect on sensitivity

Page 6: © Brammertz Consulting, 20091Date: 07.12.2015 Unified Financial Analysis Risk & Finance Lab Chapter 14: Dynamic simulation of banks Willi Brammertz / Ioannis.

© Brammertz Consulting, 2009 6Date: 21.04.23

Non-maturity productsSimple in appearance, difficult in praxis

>Example

Page 7: © Brammertz Consulting, 20091Date: 07.12.2015 Unified Financial Analysis Risk & Finance Lab Chapter 14: Dynamic simulation of banks Willi Brammertz / Ioannis.

© Brammertz Consulting, 2009 7Date: 21.04.23

Forecasting new productionTrading and OBS

> Highly volatile positions

> Difficult to forecast

> Different approaches> Income forecasting

> Contract forecasting

> Hedging part (ALM) can be modeled as a residual

Page 8: © Brammertz Consulting, 20091Date: 07.12.2015 Unified Financial Analysis Risk & Finance Lab Chapter 14: Dynamic simulation of banks Willi Brammertz / Ioannis.

© Brammertz Consulting, 2009 8Date: 21.04.23

Forecasting new productionLiquidity, interbank

> Classical cash-flow balancing accounts (also in reality)

> But imbalance shouldn‘t be too large

> Large imbalances should be corrected „manually“

> Automatic correction possible

Page 9: © Brammertz Consulting, 20091Date: 07.12.2015 Unified Financial Analysis Risk & Finance Lab Chapter 14: Dynamic simulation of banks Willi Brammertz / Ioannis.

© Brammertz Consulting, 2009 9Date: 21.04.23

Forecasting equity

> Equity is a pure logical conseqence

> Equity check!

Page 10: © Brammertz Consulting, 20091Date: 07.12.2015 Unified Financial Analysis Risk & Finance Lab Chapter 14: Dynamic simulation of banks Willi Brammertz / Ioannis.

© Brammertz Consulting, 2009 10Date: 21.04.23

Simulation technique applied

> Parameters are turned into financial contracts

> At each simulation end date, a full set of financial contracts exists

> Dynamic balance sheets can be calculated by sequential application of static analysis at each end date

> P&L statements can be derived analogously

Page 11: © Brammertz Consulting, 20091Date: 07.12.2015 Unified Financial Analysis Risk & Finance Lab Chapter 14: Dynamic simulation of banks Willi Brammertz / Ioannis.

© Brammertz Consulting, 2009 11Date: 21.04.23

Analysis (Type III)Liquidity risk

Page 12: © Brammertz Consulting, 20091Date: 07.12.2015 Unified Financial Analysis Risk & Finance Lab Chapter 14: Dynamic simulation of banks Willi Brammertz / Ioannis.

© Brammertz Consulting, 2009 12Date: 21.04.23

Analysis (Type V)Balance sheet and P&L forecast

Page 13: © Brammertz Consulting, 20091Date: 07.12.2015 Unified Financial Analysis Risk & Finance Lab Chapter 14: Dynamic simulation of banks Willi Brammertz / Ioannis.

© Brammertz Consulting, 2009 13Date: 21.04.23

Forecasting NPV and sensitivity

Page 14: © Brammertz Consulting, 20091Date: 07.12.2015 Unified Financial Analysis Risk & Finance Lab Chapter 14: Dynamic simulation of banks Willi Brammertz / Ioannis.

© Brammertz Consulting, 2009 14Date: 21.04.23

Forecasting NPV under MC

Page 15: © Brammertz Consulting, 20091Date: 07.12.2015 Unified Financial Analysis Risk & Finance Lab Chapter 14: Dynamic simulation of banks Willi Brammertz / Ioannis.

© Brammertz Consulting, 2009 15Date: 21.04.23

Integrating market and credit risk

Page 16: © Brammertz Consulting, 20091Date: 07.12.2015 Unified Financial Analysis Risk & Finance Lab Chapter 14: Dynamic simulation of banks Willi Brammertz / Ioannis.

© Brammertz Consulting, 2009 16Date: 21.04.23

Dynamic funds transfer pricing


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