Thats a unique idea.You should consider the following idea to enhance your idea so that it would impact uniquely: Recent years have witnessed an increasing number of studies in stream mining, which aim at building an accurate model for continuously arriving data. Somehow most existing work makes the implicit assumption that the training data and the yet-to-come testing data are always sampled from the "same distribution", and yet this "same distribution" evolves over time.  demonstrate that this may not be true, and one actually may never know either "how" or "when" the distribution changes. Thus, a model that fits ll on the observed distribution can have unsatisfactory accuracy on the incoming data. Practically, one can just assume the bare minimum that learning from observed data is better than both random guessing and always predicting exactly the same class label. Importantly,  formally and experimentally demonstrate the robustness of a model averaging and simple voting-based framework for data streams, particularly when incoming data "continuously follows significantly different" distributions. On a real streaming data, this framework reduces the expected error of baseline models by 60%, and remains the most accurate compared to those baseline models.
['Jing Gao', 'Wei Fan', 'Jiawei Han']
I am writing a research paper on a idea On Appropriate Assumptions to Mine Data Streams: Analysis and Practice
[{"from": "human", "value": "I am writing a research paper on a idea On Appropriate Assumptions to Mine Data Streams: Analysis and Practice"}, {"from": "gpt", "value": "Thats a unique idea.You should consider the following idea to enhance your idea so that it would impact uniquely: Recent years have witnessed an increasing number of studies in stream mining, which aim at building an accurate model for continuously arriving data. Somehow most existing work makes the implicit assumption that the training data and the yet-to-come testing data are always sampled from the \"same distribution\", and yet this \"same distribution\" evolves over time.  demonstrate that this may not be true, and one actually may never know either \"how\" or \"when\" the distribution changes. Thus, a model that fits ll on the observed distribution can have unsatisfactory accuracy on the incoming data. Practically, one can just assume the bare minimum that learning from observed data is better than both random guessing and always predicting exactly the same class label. Importantly,  formally and experimentally demonstrate the robustness of a model averaging and simple voting-based framework for data streams, particularly when incoming data \"continuously follows significantly different\" distributions. On a real streaming data, this framework reduces the expected error of baseline models by 60%, and remains the most accurate compared to those baseline models."}]