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Hello and thank you for this library! I have it installed and running with no problems. What I'd like to know is if I can get more than just the birth/death times to be returned by the main "run" function. (I'm not literate in C++, so I'm running this through python with the tools helpfully included in the library -- thanks for that by the way.)
Specifically, I would like to be able to access the information of where that birth/death time came from. Ideally, I'm looking for the precise edge (row/column indices of the distance matrix) from which the birth or death time is being derived. Alternatively, knowing the simplex responsible for a birth/death time (as long as that information can in turn tell me which data points/indices of the distance matrix gave rise to that simplex) would work too.
Whatever you're able to tell me, thanks so much for your time.
The text was updated successfully, but these errors were encountered:
You should be able to retrieve the indexs instead of just the diameters by forming the struct {column_to_reduce.index,pivot.index}
This index is just the combinatorial index, which is used to encode a high dimensional simplex as a single integer. You can use some of the existing code to extract the list of vertex indices from a combinatorial index (decode).
Hello and thank you for this library! I have it installed and running with no problems. What I'd like to know is if I can get more than just the birth/death times to be returned by the main "run" function. (I'm not literate in C++, so I'm running this through python with the tools helpfully included in the library -- thanks for that by the way.)
Specifically, I would like to be able to access the information of where that birth/death time came from. Ideally, I'm looking for the precise edge (row/column indices of the distance matrix) from which the birth or death time is being derived. Alternatively, knowing the simplex responsible for a birth/death time (as long as that information can in turn tell me which data points/indices of the distance matrix gave rise to that simplex) would work too.
Whatever you're able to tell me, thanks so much for your time.
The text was updated successfully, but these errors were encountered: