MAN VS. MACHINE: QUANTITATIVE AND DISCRETIONARY EQUITY MANAGEMENT (the paper can be downloaded here)
I use a machine learning technique to classify the universe of active equity mutual funds into “quantitative”, who mostly rely of computer-driven models and fixed rules, or "discretionary", who mostly rely on human judgement. I propose an equilibrium model in which quantitative funds have greater information processing capacity but less adaptive strategies. The model predicts that quantitative funds hold more stocks and display pro-cyclical performance, but their trades are vulnerable to “overcrowding”. Discretionary funds alternate between stock picking in expansions and market timing in recessions, display counter-cyclical performance and focus on stocks for which less overall information is available. My empirical evidence supports these predictions.
WORK IN PROGRESS
MACHINE LEARNING AND THE CHANGING ECONOMICS OF KNOWLEDGE PRODUCTION (with Laura Veldkamp)
LEARNING FROM SOFT INFORMATION: CAPITAL ALLOCATION IN THE MUTUAL FUND INDUSTRY (with Anton Lines)
THE IMPACT OF MUTUAL FUND REGULATION ON ALLOCATIVE EFFICIENCY (with Anton Lines)
THE CHANGING ECONOMICS OF KNOWLEDGE PRODUCTION with Laura Veldkamp (paper download)
Big data technologies change the way in which data and human labor combine to create knowledge. Is this a modest technological advance or a data revolution? Using hiring and wage data from the investment management sector, we estimate firms' data stocks and the shape of their knowledge production functions. Knowing how much production functions have changed informs us about the likely long-run changes in output, in factor shares, and in the distribution of income, due to the new, big data technologies. Using data from the investment management industry, our results suggest that the labor share of income in knowledge work may fall from 29% to 21%. The change associated with big data technologies is two-thirds of the magnitude of the change brought on by the industrial revolution.
MAN VS. MACHINE: QUANTITATIVE AND DISCRETIONARY EQUITY MANAGEMENT (paper download)
In modern asset markets, man and machine compete for profits. How does each fare? I build a learning model in which quantitative investors (reliant on computer models) have more learning capacity but less flexibility to adapt to market conditions than discretionary investors (reliant on human judgment). I use machine learning to categorize US active equity mutual funds as quantitative or discretionary. Consistent with the model's predictions, I find that quantitative funds hold more stocks, specialize in stock picking, and engage in more overcrowded trades. Discretionary funds hold lesser known stocks, switch between picking and timing and outperform in recessions.
TEXT-BASED MUTUAL FUND PEER GROUPS with Anton Lines (paper download)
Despite the large literature on mutual fund benchmarking, little is known about how funds themselves describe their strategies and risk exposures, and whether differences in these descriptions are meaningful. We use unsupervised machine learning to categorize the universe of US active equity mutual funds into strategy and risk peer groups based on the language in their prospectuses. We find rich variety in funds' self-described strategies and risk exposures that cannot be accounted for by differences in risk-adjusted returns. However, we show that textual differences are associated with significant differences in funds' raw return distributions and factor loadings, providing a rationale for the proliferation of strategies in the industry: funds in different peer groups offer meaningfully different return profiles, which may appeal to different investor clienteles.
MARKET TIMING IN BAYESIAN PORTFOLIO OPTIMIZATION (paper download)
I propose a portfolio allocation model that combines a data-based approach with macroeconomic considerations of the business cycle. It accounts for the two key features of business cycles, namely co-movement among macroeconomic variables and asymmetric development of the cycles. The joint treatment of these characteristics improves the ability of the model to time market turns, consequently enhancing portfolio gains. The estimation technique developed allows to simultaneously address the issues of parameter uncertainty, mispricing uncertainty and the uncertainty relative to structural instability within a Bayesian portfolio optimization problem.
WORK IN PROGRESS