Thats a unique idea.You should consider the following idea to enhance your idea so that it would impact uniquely:  study smallholder farmers ask to have similar profits with the other farmers in addition to the maximal profits. propose an intelligent algorithm to find the optimal rotation scheduling for the model.Significant savings can be obtained with an optimal crop scheduling for all farmers. In China, investors have contracts with smallholder farmers to plant organic vegetable crops. The objective of the smallholder farmers is to maximize profits per unit of farm area, and minimize the differences in profits beten farmers. Farmers' profits are a function of the crop rotation scheduling and the achieved prices. Here  propose an operational model that considers a crop rotation scheduling for an investor that offers contracts to many smallholder farmers. A heuristic algorithm was designed to identify the optimal rotation scheduling that would achieve both objectives of maximizing prices and minimizing the profit differences beten smallholder farmers. Real data from a Chinese company was used to parameterize the model. Model results indicate that significant improvements in profits and farmers equality could be obtained if an optimal crop rotation scheduling would be used.
['Jing Li', 'Daniel Rodriguez', 'Dongqing Zhang', 'Kaiping Ma']
I am writing a research paper on a idea Crop rotation model for contract farming with constraints on similar profits
[{"from": "human", "value": "I am writing a research paper on a idea Crop rotation model for contract farming with constraints on similar profits"}, {"from": "gpt", "value": "Thats a unique idea.You should consider the following idea to enhance your idea so that it would impact uniquely:  study smallholder farmers ask to have similar profits with the other farmers in addition to the maximal profits. propose an intelligent algorithm to find the optimal rotation scheduling for the model.Significant savings can be obtained with an optimal crop scheduling for all farmers. In China, investors have contracts with smallholder farmers to plant organic vegetable crops. The objective of the smallholder farmers is to maximize profits per unit of farm area, and minimize the differences in profits beten farmers. Farmers' profits are a function of the crop rotation scheduling and the achieved prices. Here  propose an operational model that considers a crop rotation scheduling for an investor that offers contracts to many smallholder farmers. A heuristic algorithm was designed to identify the optimal rotation scheduling that would achieve both objectives of maximizing prices and minimizing the profit differences beten smallholder farmers. Real data from a Chinese company was used to parameterize the model. Model results indicate that significant improvements in profits and farmers equality could be obtained if an optimal crop rotation scheduling would be used."}]