| Literature DB >> 28892516 |
Rodrigo Alejandro Romo-Muñoz1, Juan Hernán Cabas-Monje1, Héctor Manuel Garrido-Henrríquez1, José María Gil2.
Abstract
In relatively unknown products, consumers use prices as a quality reference. Under such circumstances, the utility function can be non-negative for a specific price range and generate an inverted U-shaped function. The extra virgin olive oil market in Chile is a good example. Although domestic production and consumption have increased significantly in the last few years, consumer knowledge of this product is still limited. The objective of this study was to analyze Chilean consumer preferences and willingness to pay for extra virgin olive oil attributes. Consumers were segmented taking into account purchasing frequency. A Random Parameter Logit model was estimated for preference heterogeneity. Results indicate that the utility function is nonlinear allowing us to differentiate between two regimes. In the first regime, olive oil behaves as a conspicuous good, that is, higher utility is assigned to higher prices and consumers prefer foreign products in smaller containers. Under the second regime, Chilean olive oil in larger containers is preferred.Entities:
Mesh:
Substances:
Year: 2017 PMID: 28892516 PMCID: PMC5593193 DOI: 10.1371/journal.pone.0184585
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Attributes and attribute levels for each extra virgin olive oil.
| Levels | 1 | 2 | 3 | 4 | 5 | 6 |
|---|---|---|---|---|---|---|
| Chile | Spain | Italy | ||||
| Glass | Plastic | Metal | ||||
| 250 mL | 500 mL | 1000 mL | ||||
| $1900 | $2500 | $3000 | $4100 | $5100 | $6100 |
CLP: Chilean peso (€1 = CLP $650 on average during the field work)
Fig 1Example of choice card.
Random parameter logit estimates for the linear and nonlinear models,,,.
| Estimated Coefficients | Standard Deviation | |||
|---|---|---|---|---|
| Variable | Linear | Nonlinear | Linear | Nonlinear |
| No-option | 27.6224 | 33.0725 | - | - |
| [0.02] | [0.01] | - | - | |
| Spain | 1.2927*** | 0.573*** | 0.3395 | -0.459 |
| [7.00] | [2.90] | [1.13] | [-0.96] | |
| Chile | 1.8141*** | 1.359*** | 1.4303 *** | 1.011*** |
| [7.05] | [5.66] | [5.40] | [3.47] | |
| Metal | 0.1970 | -0.473 | 2.1362*** | 2.220*** |
| [0.72] | [-1.61] | [7.57] | [7.86] | |
| Glass | 2.9498*** | 2.715*** | 1.7681*** | 2.008*** |
| [9.67] | [8.15] | [7.57] | [7.87] | |
| 500 mL | 0.8530*** | 0.613*** | 0.3115 | 0.538*** |
| [5.86] | [4.11] | [0.98] | [2.33] | |
| 1000 mL | 0.9564*** | 0.655 | 1.7260*** | 1.605*** |
| [4.20] | [2.97] | [7.24] | [5.56] | |
| Price | -0.004 | 1.551*** | - | - |
| [-0.13] | [7.96] | - | - | |
| Price2 | - | -0.219*** | - | - |
| - | [-8.30] | - | - | |
| Spainregular | -0.1749 | -0.353 | -1.2819*** | 0.763 |
| [-0.43] | [-0.92] | [3.20] | [1.11] | |
| Chileregular | 0.986* | 0.307 | 0.4857 | 1.500** |
| [1.94] | [0.65] | [1.00] | [2.41] | |
| Metalregular | 0.2896 | 0.469 | 0.4954 | -1.131 |
| [0.65] | [0.82] | [-0.17] | [-1.33] | |
| Glassregular | 0.6769 | 0.778 | 2.027*** | 1.369** |
| [1.32] | [1.4] | [-4.51] | [2.49] | |
| 500 mLregular | 0.3084 | 0.281 | 0.5748* | -0.373 |
| [1.11] | [0.96] | [1.71] | [-0.96] | |
| 1000 mLregular | 0.9908** | 0.727 | -0.5294 ** | 2.142*** |
| [2.30] | [1.54] | [-1.92] | [3.27] | |
| Priceregular | -0.1137** | 0.293 | - | |
| [-2.01] | [0.78] | - | ||
| Price2regular | - | -0.053 | - | |
| - | [-1.05] | - | ||
| Log likelihood [ | ||||
| AIC/BIC | 2294.83 / 2473.75 2158.06 / 2350.24 | |||
| N | 5580 | 5580 | ||
*p < 0.1; **p < 0.05; ***p < 0.01.
t ratios in square brackets.
Each model consisted of 1000 random samples, the positive value must be interpreted.
Base categories are Italy, plastic and 250 mL for each attribute level.
Fig 2Relationship between utility and extra virgin olive oil price in Chile.
Fig 3Willingness to pay (WTP) for positive and negative slope utilitya.