Federated Hermes MDT Large Cap Value ETF (FLCV) seeks to provide long-term capital appreciation by investing in undervalued large-cap U.S. stocks. The fund uses quantitative models to identify companies trading below their intrinsic value based on fundamental metrics like price-to-earnings, price-to-book, and cash flow ratios.

How It Works

FLCV employs an actively managed, quantitative approach using Federated Hermes' proprietary Multi-Dimensional Thinking (MDT) models to screen and select large-cap value stocks. The strategy combines traditional value metrics with quality factors, momentum indicators, and risk assessments to construct a concentrated portfolio. Holdings are typically rebalanced monthly based on model signals, with position sizes determined by conviction levels and risk management constraints.

Key Features

  • Newly launched in July 2024 with zero expense ratio during promotional period, offering institutional-quality active management at no cost
  • Uses proprietary MDT quantitative models combining value, quality, and momentum factors for systematic stock selection beyond simple value screens
  • Concentrated approach typically holding 50-80 positions allows for higher conviction bets on undervalued large-cap opportunities

Risks

  • This ETF can lose value if value investing falls out of favor, as growth stocks may significantly outperform value stocks for extended periods
  • Active management risk means the fund may underperform passive large-cap value indexes if stock selection models fail to identify winners
  • Large-cap equity exposure means potential 20-30% declines during broad market downturns, though typically less volatile than small-cap alternatives

Who Should Own This

Best suited for investors with 3-5 year time horizons seeking active large-cap value exposure as a satellite holding (10-25% of equity allocation). Medium risk tolerance required for equity volatility and active management uncertainty. Appeals to value-oriented investors wanting quantitative discipline beyond traditional fundamental analysis approaches.