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(Almost) linearely separable dataset, where can I find one?


Dataset for Named Entity Recognition on Informal TextWhere can I find free spatio-temporal dataset for download?Where can I get a comprehensive criminal dataset?Where can I find a >1K dataset of annotated store receipt pictures/scans?Where can I find a crowdsourced dataset for multi-label classification with individual participant labels?Tactics to avoid feeling overwhelmed by machine learningWhere can I find a dataset for long sequence text chunking?Where can I find freely available multi-label datasets online?sklearn.GridSearchCV predict method not providing the best estimate and accuracy scoreWhere can I find IQ data?













0












$begingroup$


I'm implementing the perceptron algorithm and the voted perceptron algorithm for an assignment for university.
For that I need to find some decent datasets.. I've tried the UCI repos and I've come up with:



  • The banknote authentication dataset:
    https://archive.ics.uci.edu/ml/datasets/banknote+authentication


  • Occupancy dataset: https://archive.ics.uci.edu/ml/datasets/Occupancy+Detection+


that work quite nicely, the accuracy is pretty high for the linear separability.
HOWEVER I need to find a third dataset to end my assignment, I've been searching everywhere but I can't seem to find anymore of them, the dataset has to have more than 1000 examples, and it has to be binary classifiable obviously..



Does anyone of you know where I could find such a dataset?



I've been trying the Adult dataset, but it's pretty much sparse.. far from being linearly separable..



NOTE: I can't use the kernel trick or any other higher dimensional paradigm.










share|improve this question









$endgroup$











  • $begingroup$
    There is a similar question on stats.stackexchange.com/questions/247057/… and in one of the answers they points taht there is a Iris Dataset with some of the classes been linearly separable
    $endgroup$
    – Pedro Henrique Monforte
    Apr 7 at 19:52






  • 1




    $begingroup$
    Also this reddit question has a nice proposal for this kind of problem > "If you're just playing with data, another approach would be to find the separation that best separates a set of data, then remove the points or dimensions that violate the linear separation. It wouldn't be valid for publication, but it could still be useful for practicing your ANN work."
    $endgroup$
    – Pedro Henrique Monforte
    Apr 7 at 19:56











  • $begingroup$
    This question is likely a better fit at Opendata.SE
    $endgroup$
    – Stephen Rauch
    Apr 7 at 20:49










  • $begingroup$
    Could you use a synthetic data set? It should be very easy to generate your own dataset that is "almost linearly separable".
    $endgroup$
    – G5W
    Apr 7 at 21:05















0












$begingroup$


I'm implementing the perceptron algorithm and the voted perceptron algorithm for an assignment for university.
For that I need to find some decent datasets.. I've tried the UCI repos and I've come up with:



  • The banknote authentication dataset:
    https://archive.ics.uci.edu/ml/datasets/banknote+authentication


  • Occupancy dataset: https://archive.ics.uci.edu/ml/datasets/Occupancy+Detection+


that work quite nicely, the accuracy is pretty high for the linear separability.
HOWEVER I need to find a third dataset to end my assignment, I've been searching everywhere but I can't seem to find anymore of them, the dataset has to have more than 1000 examples, and it has to be binary classifiable obviously..



Does anyone of you know where I could find such a dataset?



I've been trying the Adult dataset, but it's pretty much sparse.. far from being linearly separable..



NOTE: I can't use the kernel trick or any other higher dimensional paradigm.










share|improve this question









$endgroup$











  • $begingroup$
    There is a similar question on stats.stackexchange.com/questions/247057/… and in one of the answers they points taht there is a Iris Dataset with some of the classes been linearly separable
    $endgroup$
    – Pedro Henrique Monforte
    Apr 7 at 19:52






  • 1




    $begingroup$
    Also this reddit question has a nice proposal for this kind of problem > "If you're just playing with data, another approach would be to find the separation that best separates a set of data, then remove the points or dimensions that violate the linear separation. It wouldn't be valid for publication, but it could still be useful for practicing your ANN work."
    $endgroup$
    – Pedro Henrique Monforte
    Apr 7 at 19:56











  • $begingroup$
    This question is likely a better fit at Opendata.SE
    $endgroup$
    – Stephen Rauch
    Apr 7 at 20:49










  • $begingroup$
    Could you use a synthetic data set? It should be very easy to generate your own dataset that is "almost linearly separable".
    $endgroup$
    – G5W
    Apr 7 at 21:05













0












0








0





$begingroup$


I'm implementing the perceptron algorithm and the voted perceptron algorithm for an assignment for university.
For that I need to find some decent datasets.. I've tried the UCI repos and I've come up with:



  • The banknote authentication dataset:
    https://archive.ics.uci.edu/ml/datasets/banknote+authentication


  • Occupancy dataset: https://archive.ics.uci.edu/ml/datasets/Occupancy+Detection+


that work quite nicely, the accuracy is pretty high for the linear separability.
HOWEVER I need to find a third dataset to end my assignment, I've been searching everywhere but I can't seem to find anymore of them, the dataset has to have more than 1000 examples, and it has to be binary classifiable obviously..



Does anyone of you know where I could find such a dataset?



I've been trying the Adult dataset, but it's pretty much sparse.. far from being linearly separable..



NOTE: I can't use the kernel trick or any other higher dimensional paradigm.










share|improve this question









$endgroup$




I'm implementing the perceptron algorithm and the voted perceptron algorithm for an assignment for university.
For that I need to find some decent datasets.. I've tried the UCI repos and I've come up with:



  • The banknote authentication dataset:
    https://archive.ics.uci.edu/ml/datasets/banknote+authentication


  • Occupancy dataset: https://archive.ics.uci.edu/ml/datasets/Occupancy+Detection+


that work quite nicely, the accuracy is pretty high for the linear separability.
HOWEVER I need to find a third dataset to end my assignment, I've been searching everywhere but I can't seem to find anymore of them, the dataset has to have more than 1000 examples, and it has to be binary classifiable obviously..



Does anyone of you know where I could find such a dataset?



I've been trying the Adult dataset, but it's pretty much sparse.. far from being linearly separable..



NOTE: I can't use the kernel trick or any other higher dimensional paradigm.







machine-learning dataset perceptron






share|improve this question













share|improve this question











share|improve this question




share|improve this question










asked Apr 7 at 19:19









Edoardo Wijaya GrappoliniEdoardo Wijaya Grappolini

1




1











  • $begingroup$
    There is a similar question on stats.stackexchange.com/questions/247057/… and in one of the answers they points taht there is a Iris Dataset with some of the classes been linearly separable
    $endgroup$
    – Pedro Henrique Monforte
    Apr 7 at 19:52






  • 1




    $begingroup$
    Also this reddit question has a nice proposal for this kind of problem > "If you're just playing with data, another approach would be to find the separation that best separates a set of data, then remove the points or dimensions that violate the linear separation. It wouldn't be valid for publication, but it could still be useful for practicing your ANN work."
    $endgroup$
    – Pedro Henrique Monforte
    Apr 7 at 19:56











  • $begingroup$
    This question is likely a better fit at Opendata.SE
    $endgroup$
    – Stephen Rauch
    Apr 7 at 20:49










  • $begingroup$
    Could you use a synthetic data set? It should be very easy to generate your own dataset that is "almost linearly separable".
    $endgroup$
    – G5W
    Apr 7 at 21:05
















  • $begingroup$
    There is a similar question on stats.stackexchange.com/questions/247057/… and in one of the answers they points taht there is a Iris Dataset with some of the classes been linearly separable
    $endgroup$
    – Pedro Henrique Monforte
    Apr 7 at 19:52






  • 1




    $begingroup$
    Also this reddit question has a nice proposal for this kind of problem > "If you're just playing with data, another approach would be to find the separation that best separates a set of data, then remove the points or dimensions that violate the linear separation. It wouldn't be valid for publication, but it could still be useful for practicing your ANN work."
    $endgroup$
    – Pedro Henrique Monforte
    Apr 7 at 19:56











  • $begingroup$
    This question is likely a better fit at Opendata.SE
    $endgroup$
    – Stephen Rauch
    Apr 7 at 20:49










  • $begingroup$
    Could you use a synthetic data set? It should be very easy to generate your own dataset that is "almost linearly separable".
    $endgroup$
    – G5W
    Apr 7 at 21:05















$begingroup$
There is a similar question on stats.stackexchange.com/questions/247057/… and in one of the answers they points taht there is a Iris Dataset with some of the classes been linearly separable
$endgroup$
– Pedro Henrique Monforte
Apr 7 at 19:52




$begingroup$
There is a similar question on stats.stackexchange.com/questions/247057/… and in one of the answers they points taht there is a Iris Dataset with some of the classes been linearly separable
$endgroup$
– Pedro Henrique Monforte
Apr 7 at 19:52




1




1




$begingroup$
Also this reddit question has a nice proposal for this kind of problem > "If you're just playing with data, another approach would be to find the separation that best separates a set of data, then remove the points or dimensions that violate the linear separation. It wouldn't be valid for publication, but it could still be useful for practicing your ANN work."
$endgroup$
– Pedro Henrique Monforte
Apr 7 at 19:56





$begingroup$
Also this reddit question has a nice proposal for this kind of problem > "If you're just playing with data, another approach would be to find the separation that best separates a set of data, then remove the points or dimensions that violate the linear separation. It wouldn't be valid for publication, but it could still be useful for practicing your ANN work."
$endgroup$
– Pedro Henrique Monforte
Apr 7 at 19:56













$begingroup$
This question is likely a better fit at Opendata.SE
$endgroup$
– Stephen Rauch
Apr 7 at 20:49




$begingroup$
This question is likely a better fit at Opendata.SE
$endgroup$
– Stephen Rauch
Apr 7 at 20:49












$begingroup$
Could you use a synthetic data set? It should be very easy to generate your own dataset that is "almost linearly separable".
$endgroup$
– G5W
Apr 7 at 21:05




$begingroup$
Could you use a synthetic data set? It should be very easy to generate your own dataset that is "almost linearly separable".
$endgroup$
– G5W
Apr 7 at 21:05










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