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(I am aware of issue #100 but I think it is about something else)
I think we need a better interface for `rand` on e.g. polynomial rings and other of our datastructures. The problem with the curren…
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Original ticket http://projects.scipy.org/numpy/ticket/1333
Reported 2009-12-15 by trac user dmitrey, assigned to unknown.
numpy ndarray operations !**mul!**, !**div!**, !**pow!**, !**lt!**, !**gt!**…
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_Original ticket http://projects.scipy.org/numpy/ticket/1333 on 2009-12-15 by trac user dmitrey, assigned to unknown._
numpy ndarray operations !**mul!**, !**div!**, !**pow!**, !**lt!**, !**gt!**, !*…
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The best way to do bulk few-limb arithmetic on real numbers seems to be to convert to fixed-point form for things like matrix multiplication, FFT and polynomial multiplication. This generally means us…
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Good afternoon. In the basic version of the problem formulation of optimizing a polynomial using a quadratic formulation, the matrix P explains the integrated analytical description of the polynomial …
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In sage several parents propose several implementations of the same parent such as `FiniteField`, `MatrixSpace`, `PolynomialRing`, `Polyhedra`
```
sage: FiniteField(79, impl='modn')
Finite Field of…
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This was brought to my attention by @fieker. Apparently, this happens in particular for schemes. Hence, I cc @HechtiDerLachs , so we can discuss this at some point.
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This issue aims to discuss the problem of comparison, and in particular comparison to zero, of ambient structures that provide exact computations which involve inexact objects or objects with multiple…
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Hello,
Thank you for the implementation, I found it useful. I am wondering if the implementation could be adapted to work in finite fields? In particular I am interested in JC decompositions of bin…
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When I try to fit als.FMClassifier with a dense numpy matrix, I get:
```
File "/home/mack/anaconda2/lib/python2.7/site-packages/fastFM/als.py", line 175, in fit
order="F")
File "/home/mack…