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Advanced Risk and Portfolio Management Attilio Meucci, Ago.2012 ARPM - Brochure - v1

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The bootcamp will provide an in-depth understanding of buy-side modeling techniques from basic to advanced levels over six intensive days. It will cover various topics related to market, factor and risk modeling as well as portfolio construction and management.

The bootcamp will cover topics related to market modeling, multivariate statistics, factor modeling, pricing, risk analysis, and portfolio construction. It will also provide case studies and MATLAB exercises.

The bootcamp is aimed at finance professionals with quantitative background in portfolio management, risk management or related fields. Some prior knowledge of statistics and programming is expected.

UpdatedMarch032012

One Week, Heavily Quantitative, Omni-Comprehensive, Buy-Side Bootcamp by Attilio Meucci August 13-18, 2012 New York University - Kimmel Center, 60 Washington Square South, New York City symmys.com What you get Knowledge: in-depth understanding of buy-side modeling from the foundations to the most advanced statistical and optimization techniques, in six intensive days of theory and MATLAB live examples and exercises o Market modeling: random walk, ARMA, GARCH, Levy, long memory, stochastic volatility o Multivariate statistics: non-parametric, non-normal MLE, shrinkage, robust, Bayesian estimation;
copula/marginal factorization; location-dispersion ellipsoid components analysis, random matrix theory o Pricing: full evaluation, Greeks, stress-matrix interpolation; analytical, Monte Carlo, historical o Risk analysis: diversification, stochastic dominance, expected utility, Sharpe ratio, Omega, Kappa, Sortino, value at risk, expected shortfall, coherent and spectral measures o Portfolio construction: robust/SOCP optimization, shrinkage/Bayesian allocations, Black-Litterman and beyond; transaction costs, liquidity, market impact; statistical arbitrage; convex/concave dynamic strategies, CPPI, delta-replication

o Factor modeling: theory and pitfalls of time-series and cross-sectional factor models, CAPM, APT, principal

Textbook: Risk and Asset Allocation - Springer by Attilio Meucci Code: full set of case studies; temporary MATLAB license Certification: All attendees will be awarded
o 40 credits - CFA Institute Continuing Education Program o 40 credits - GARP Continuing Professional Educational Program o Certificate of Attendance - Advanced Risk and Portfolio Management Bootcamp o Certificate in Advanced Risk and Portfolio Management (optional)

Meet the stars: Almgren, Carr, Derman, Dupire, Litterman, Mercurio, more What you pay $850 (Academic/Student); $1,200 (Partner); $1,550 (Professional); group rates (contact us). After expenses, profits will be donated to charities. Audience Finance professionals with quantitative background
o Portfolio managers/risk managers on the buy-side will will learn the latest developments in the field and deepen their knowledge of mainstream approaches o Sell-side professionals will bridge the gap to quantitative buy-side finance

Academics and students Instructor Attilio Meucci, PhD, CFA. Chief risk officer, Kepos Capital LP. Author, Risk and Asset Allocation - Springer. Regular contributor to Risk Magazine, GARP Risk Professional Magazine Registration / information symmys.com

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Day 1 Monday, 13 August 2012


Morning Session

Introduction/Quest for Invariance (8:30-12:30)


P vs Q: the worlds of quantitative finance The Prayer: modular steps of ARPM

Afternoon Session

Quest for Invariance/Projection/Pricing (13:30-16:00)


Advanced dynamics in continuous time

P1: Quest for Invariance P2: Estimation P3: Projection P4: Pricing P5: Aggregation P6: Attribution P7: Evaluation P8: Optimization P9: Execution P10: Ex-Post Analysis

Random walk: Levy processes Autocorrelation: Ornstein-Uhlenbeck Long memory: fractional Brownian motion Volatility clustering: stochastic volatility Volatility clustering: subordination

Projection to investment horizon

- Analytical projection - Numerical projection: Fast Fourier Transform; simulations - Annualization of skewness, kurtosis, etc. - Square-root/linear risk ellipsoid propagation
Pricing at investment horizon

Invariance and the random walk

- Equities: log-returns - Fixed-income: changes in yield to maturity - Derivatives: (log) changes in vol. surface
Advanced dynamics in discrete time

Autocorrelation and AR(1) processes ARMA processes and Wold's theorem Long memory: fractional integration Volatility clustering: GARCH

- Full analytical: log-distributions - Full numerical: scenario pricing (Monte Carlo/historical) - Taylor approximation: theta-delta/vega- gamma; carryduration-convexity - Stress-matrix approximation

Review & Exercises (16:00-18:30) Guest Lecture by Mark Carhart (18:30-19:15)

Day 2 Tuesday, 14 August 2012 Quest for Invariance II (8:30-12:30)


Multivariate statistics Morning session Afternoon session

Linear Factor Models (13:30-16:00)


The five applications of LFMs

- Distribution taxonomy - Representations: pdf, cdf, cf, quantiles, scenario/probabilities - Spectral theorem / covariance visualization
Copulas

Multivariate estimation Asset pricing theory Search for alpha Portfolio optimization Risk attribution/hedging

- Copulas in theory - Copulas in practice: Copula-Marginal Algorithm - Panic copulas with Fully Flexible Probabilities
Multivariate dynamics

LFMs case studies

- Swap market: PCA and Fourier basis - Stock market: fundamental, macro, random matrix theory
Factor modeling pitfalls

- Multivariate Ornstein-Uhlenbeck process - Cointegration - Statistical arbitrage


Linear factor models

Systematic-idiosyncratic vs dominant-residual LFMs Distributional r-square Time-series, cross-sectional, statistical/PCA LFMs Factor analysis

Returns vs. invariants vs. P&L The idiosyncratic myth CAPM vs. APT vs. LFMs Time-horizon beta

Review & Exercises (16:00-18:30) Guest Lecture by Fabio Mercurio (18:30-19:15)

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Day 3 Wednesday, 15 August 2012


Morning session Afternoon session

Estimation I (8:30-12:30)
Estimators

Estimation II (13:30-16:00)
Robust estimators

General definitions Evaluation: bias, inefficiency, error Stress-testing Generalized p-values, generalized t-statistics

Multivariate non-parametric estimators

- Sample quantile and order statistics. - Sample mean/covariance and best-fitting ellipsoid - Sample factor loadings, betas, and OLS
Multivariate maximum-likelihood estimators

- Assessing robustness: the influence function - Huber's "M" robust estimators: location, scatter and betas - Outlier detection and high-breakdown estimators - Minimum-volume ellipsoid and minimumcovariance determinant
Missing data

- EM algorithm - ML marginalization

- Normal hypothesis: sample estimators - Non-normal hypothesis: fat tails and outlier rejection
Shrinkage estimators

Review & Exercises (16:00-18:30) Cocktail party (18:30-21:00)


See last page

- Stein mean - Ledoit-Wolf covariance

Day 4 Thursday, 16 August 2012 Risk Management I (8:30-12:30)


Portfolio aggregation Morning session

Risk Management II (13:30-16:00)


Expected utility and certainty-equivalent

Afternoon session

- P&L vs. returns - Holdings vs. weights


Risk attribution

- Analytical solutions: mean-variance as satisfaction - Numerical solutions


Quantiles and value at risk (VaR)

Bottom-up approach Factors on Demand Portfolio-specific factor models Non-Greek few-out-of-many hedging

Investor's objectives

Semi-analytical solutions in elliptical markets Cornish-Fisher approximation Extreme value theory (EVT) Numerical solutions Contribution to VaR from securities/factors

- Total return - Benchmark allocation - Net profits


Portfolio evaluation

Coherent measures of performance

- Stochastic dominance - Satisfaction indices


Non-dimensional indices

- Expected shortfall (ES) and conditional value at risk (CVaR) - Contribution to ES from securities/factors - Spectral measures of performance
Stress Testing for estimation risk

- Sharpe ratio, Omega, Sortino ratio, Kappa


Diversification

- Review of common definitions - Conditional principal portfolios - Effective number of bets

- Basic stress testing - Panic copulas with Copula-Marginal Algorithm - Fully Flexible Probabilities (time/state/entropy pooling conditioning) - Fully Flexible Bayesian networks

Review & Exercises (16:00-18:30)

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Day 5 - Friday, 17 August 2012 Portfolio Management I (8:30-12:30)


Constrained optimization: computationally tractable Morning session

Portfolio Management II (13:30-16:00)


Estimation risk

Afternoon session

problems - Linear and quadratic programming - Second order and semi-definite cone programming
Two-step heuristics

- Allocation as a decision - Opportunity cost as loss of an estimator


Simple allocation techniques

Affine equivariance of expectation and covariance Analytical mean-variance: two-fund theorem Numerical mean-variance: quadratic programming Mean-CVaR and alternative trade-offs

- Prior allocation: efficiency Sample-based allocation: unbiasedness


Robust allocation

Benchmark vs. total-return portfolio management

- Box uncertainty sets - Elliptical uncertainty sets (second-order cone programming)

- Expected outperformance, tracking error, info ratio - Frontier in total-return coordinates - Frontier in relative-return coordinates
Pitfalls of mean-variance

Review & Exercises (16:00-18:30) Guest lecture by Rob Almgren (18:30-19:15)

Day 6 - Saturday, 18 August 2012


Morning session (8:30-12:30) Afternoon session(13:30-16:00)

Portfolio Management III


Multivariate Bayesian estimation

Portfolio Management IV
Dynamic allocation strategies

- Theoretical background - Analytical solutions: Normal-Inverse Wishart model - Numerical solutions: Monte Carlo Markov Chains
Bayesian allocation

Convex/concave strategies CPPI Delta-replication Drawdown control

- Predictive return allocation - Classical-equivalent allocation


Tactical portfolio construction

Liquidity

- Rosenberg-Grinold - Black-Litterman - Black-Litterman for derivatives


Beyond Black-Litterman

- Transaction costs - Market impact - Best execution

Entropy Pooling and Fully Flexible Views Non-normal markets Non-linear views Generalized stress-testing Ranking allocation

Guest lecture by Peter Carr (16:00-16:45) Review & Exercises (16:45-18:30)

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Cocktail Party - Wednesday, 15 August 2012


18: 30 19:00: Buffet and refreshments 19:00 20:00: Guests 19:00-19:10: Peter Carr - Math by the Numbers 19:10-19:30: Emanuel Derman - Models.Behaving.Badly 19:30-19:50: Bob Litterman - Experiences of a P-Quant 19:50-20:00: Bruno Dupire - Experiences of a Q-Quant

20: 00 20:15: Buffet and refreshments 20: 15 20:35: Corporate Partners 20:15-20:20: Chris Donohue, Director of Research and Educational Programs - GARP 20:20-20:25: Sebastian Ceria, Founder and Chief Executive Officer - Axioma 20:25-20:30: Andy Sparks Head of Product Management - MSCI 20:30-20:35: Dan diBartolomeo President and Founder - Northfield Information Services, Inc.

20: 35 21:00: Buffet and refreshments

Corporate Partners of ARPM Bootcamp 2012


Affiliaton with our partners grants a $350 discount in tuition

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