scispace - formally typeset
X

Xiaoou Li

Researcher at Instituto Politécnico Nacional

Publications -  198
Citations -  2853

Xiaoou Li is an academic researcher from Instituto Politécnico Nacional. The author has contributed to research in topics: Artificial neural network & Support vector machine. The author has an hindex of 23, co-authored 194 publications receiving 2509 citations. Previous affiliations of Xiaoou Li include CINVESTAV & National Autonomous University of Mexico.

Papers
More filters
Proceedings ArticleDOI

A weighted fuzzy petri net model for knowledge learning and reasoning

TL;DR: A new FPN model with adaptive weights is proposed for knowledge learning and reasoning, and fuzzy knowledge reasoning and weight learning algorithms are developed.
Proceedings ArticleDOI

Recurrent neural networks training with stable risk-sensitive Kalman filter algorithm

TL;DR: The risk-sensitive Kalman filter is modified with arisk-sensitive cost criterion and is applied to train recurrent neural networks for nonlinear system identification and input-to-state stability is used to prove that the risk- sensitive Kalman Filter training is stable.
Proceedings ArticleDOI

Fuzzy Knowledge Learning via Adaptive Fuzzy Petri Net with Triangular Function Model

TL;DR: An adaptive fuzzy Petri net with triangular function model (AFPNT) is presented, suitable for vague and dynamic knowledge, i.e., the fuzzy model are adjustable by the data or the knowledge.
Journal ArticleDOI

Active rule base development for dynamic vertical partitioning of multimedia databases

TL;DR: A set of active rules to perform dynamic vertical partitioning in multimedia databases that are implemented in the system DYMOND, which is an active rule-based system for dynamic Vertical partitioning of multimedia databases.

Multi-class SVM for large data sets considering models of classes distribution

TL;DR: A novel multi SVM classification approach for large data sets using the sketch of classes distribution which is obtained by using SVM and minimum enclosing ball (MEB) method, which has distinctive advantages on dealing with huge data sets.