User preference prediction method based on multivariate credit evaluation
A credit evaluation and user technology, applied in the direction of digital data information retrieval, special data processing applications, instruments, etc., can solve the problems of inaccurate calculation of trust value, damage to the performance of the recommendation system, and the inability to detect malicious ratings/comments by malicious users. Achieve the effect of accurate prediction, elimination of influence, and small computational complexity
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Embodiment 1
[0073] Such as figure 1 As shown, Embodiment 1 of the present invention provides a user preference prediction method based on multiple credit evaluation, including the following process steps:
[0074] Step S110: Construct a trust adjacency matrix between the target user and other users and a scoring sparse matrix between the target user and the product;
[0075] Step S120: Obtain the comprehensive trust degree of the target user according to the trust adjacency matrix and the scoring sparse matrix, and perform normalization processing;
[0076] Step S130: Obtain the importance of the target user according to the trust adjacency matrix and the scoring sparse matrix, and normalize it;
[0077] Step S140: according to the normalized comprehensive trust degree and importance degree, establish a target user's rating prediction model for the commodity;
[0078] Step S150: Construct the objective function of the rating prediction model, optimize the objective function by gradient ...
Embodiment 2
[0118] Such as image 3 As shown, the second embodiment of the present invention provides a user preference prediction method based on multiple credit evaluations to solve the problems existing in the algorithm of predicting user preference by using direct trust relationship, so as to make the prediction of user preference more accurate. The present invention decomposes the user-commodity sparse large matrix and the user-user relationship matrix collected from the data into two matrices in the low-dimensional implicit space, and the initial matrix and the decomposed two matrix dot products satisfy The minimization of the difference is to minimize the objective function of the difference during the calculation process, optimize the two matrices through the gradient descent method, and finally multiply the two matrices to obtain the prediction matrix.
[0119] The method described in Embodiment 2 specifically includes the following steps:
[0120] (1) Establishment and update o...
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