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arxiv: 0905.2480 · v1 · pith:DF4XSXRTnew · submitted 2009-05-15 · ⚛️ physics.soc-ph · physics.data-an

A statistical analysis of product prices in online markets

classification ⚛️ physics.soc-ph physics.data-an
keywords productpricepricesassetmarketsdistributionfinddecrease
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We empirically investigate fluctuations in product prices in online markets by using a tick-by-tick price data collected from a Japanese price comparison site, and find some similarities and differences between product and asset prices. The average price of a product across e-retailers behaves almost like a random walk, although the probability of price increase/decrease is higher conditional on the multiple events of price increase/decrease. This is quite similar to the property reported by previous studies about asset prices. However, we fail to find a long memory property in the volatility of product price changes. Also, we find that the price change distribution for product prices is close to an exponential distribution, rather than a power law distribution. These two findings are in a sharp contrast with the previous results regarding asset prices. We propose an interpretation that these differences may stem from the absence of speculative activities in product markets; namely, e-retailers seldom repeat buy and sell of a product, unlike traders in asset markets.

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