「主動投資是場零和遊戲?你可能只是繳學費的那一方」〈The Arithmetic of Active Management〉 episode artwork

EPISODE · Jul 14, 2025 · 11 MIN

「主動投資是場零和遊戲?你可能只是繳學費的那一方」〈The Arithmetic of Active Management〉

from 論文投資學 Quantified Dialogues · host J&A

敘述 這裡是論文投資學 Quantified Dialogues,用AI工具每周探討有意思的投資學術論文 和我們一起踏入投資的專業世界 論文大綱: 主動管理平均報酬必等於市場,但扣除較高的成本後,長期績效一定低於被動管理,這是簡單的數學事實。 內文討論: a. 如果主動管理的平均報酬在扣除成本後一定輸給被動管理,那為什麼還有這麼多人選擇主動管理? b. 這篇文章說“平均”主動管理績效會輸給市場,那是不是代表某些厲害的經理人還是可以長期打敗市場? c. 文中提到“樣本偏誤(survivorship bias)”,這是什麼意思?為什麼會影響主動基金績效的統計? d. 如果我是小資族,只能投資幾萬塊,是不是更應該選擇被動投資?還是可以嘗試選一些看起來績效比較好的主動基金? e. 什麼是“正常投資組合(normal portfolio)”或“基準(benchmark)”?我應該怎麼選我的 benchmark? f. 文章說“用簡單的算術就可以證明主動投資平均輸給被動投資”,這是怎麼計算出來的?可以舉一個簡單的例子嗎? g. 很多人說在市場低迷時主動基金表現會比較好,這種說法和文章的觀點矛盾嗎? 資料來源: Sharpe, William F. "The arithmetic of active management." Financial Analysts Journal 47.1 (1991): 7-9. Powered by Firstory Hosting

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「主動投資是場零和遊戲?你可能只是繳學費的那一方」〈The Arithmetic of Active Management〉

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