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Portfolio Optimization and Rebalancing Under Limited Investment Capacity

Article Quant Q&A · Author: winny

Summary

The document asks how to describe scarce capacity for holding inventory or investments. Its examples include dealership lots, oil storage, warehouses, and an investment portfolio where an existing holding may need to be sold to fund a more attractive opportunity. The response focuses on the financial example and points to portfolio optimization, modern portfolio theory, and portfolio rebalancing as relevant concepts.

For an investor who aims to remain fully invested, portfolio optimization addresses asset selection and weighting in light of return objectives, while rebalancing considers replacing or adjusting holdings. These ideas frame the opportunity cost of using limited portfolio capacity. The response is introductory and directs readers to further resources; it does not develop the broader inventory-capacity problem or offer a specific optimization method or trading rule.

Key ideas

  • Portfolio optimization helps select and weight assets to pursue an investor's objectives.
  • Portfolio rebalancing addresses selling existing holdings and reallocating capital to alternatives.
  • Fully investing means choosing portfolio weights without leaving excess capacity in cash or other reserves.
  • The response applies these concepts to investments but does not analyze physical storage or inventory constraints.

Tags

Full text
# Economic term for "limited trade space"? Slots in car sales hall, oil bunker volume, warehouse size


# Economic term for "limited trade space"? Slots in car sales hall, oil bunker volume, warehouse size












Newbie here. Took the tour, and "financial engineering" was listed as viable questions, so I give this a shot despite being very basic. Please redirect me if there is a more suitable SE site for it.

I'm looking for a good search term for what a limited "trade space" is called in economic terms and the theory around its management.

Some examples:

- A car dealership will have a limited number of spaces available for cars, new and old, and may face the situation of having to sell one at a loss to be able to trade and make money on future purchases and sales as opposed to keep it.

- Oil storage. Your tanks will be of finite space, so even if they are filled to the brim and the market goes down, you may not be able to wait forever, sell at a loss to free up your "trade space."

- Any warehouse inventory. Products which does not sell well end up taking valuable space and retailers end up selling items at a loss to free up "trade space."

Financial-example:

- Stocks. You may be forced to sell shares in one of your existing investments at a loss to be able to free up "trade space" if there is a better opportunity out there of which you want to take advantage.

Is there a term for what I'm looking for other than "trade space"?

## Answer by amdopt (score 1)

https://quant.stackexchange.com/a/49259

While I'm sure there are applicable theories and optimization techniques out there about your other bullets--i.e., searching for 'warehouse space optimization' will undoubtedly yield many results, my answer is only speaking to your last bullet about stocks in a portfolio.

For that example, I think some terms you may want to look into are Portfolio Optimization, Modern Portfolio Theory, and Portfolio Rebalancing.

If you were an investor and you always wanted to be fully invested (zero excess capacity - or 'trade space' from your OP) in a portfolio of risky assets, how do you select the assets and weight them such that the weight of each asset produces a return that (hopefully) aligns with your long term objective? What happens if you want to sell one asset due to poor performance and replace it with another asset?

The three links above are just a starting point for you to be able to understand the theory behind answering those questions. There is a myriad of mean-variance portfolio optimization examples and portfolio rebalancing examples as well as implementations of them in pretty much every language available via a simple search of the internet for either term.

Shown in full with attribution under the source's licence. Licence: CC BY-SA 4.0 (Stack Exchange)

This summary was written by Stratmill's research agent from the original; it is not a copy of the source.