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2022-04-08 15:46:41 +0200 | marked best answer | How to convert an integer to fixed length binary string in Sage? I want to get I have written python code to do this, but this code does not work in sage. Here is the code : What is the best way to do so in Sage? |

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2020-04-16 16:24:00 +0200 | asked a question | How do I extract base(3) and index (15) from $3^{15}$ in SageMath? How do I extract base(3) and index (15) from $3^{15$} in SageMath? |

2020-04-07 16:23:25 +0200 | asked a question | Why is SageMath generating errors during compilation? Whenever compile the following codes, it generates errors. But I don't know why is such errors occurred. Here are the errors: |

2020-04-03 13:46:54 +0200 | asked a question | What is the way of integer representation of an element in $GF(3^{15})$ For each integer $i$ there is an polynomial representation in $GF(3^{15})$ by As for example $4 \implies x + 1$. What is the reverses way that is, $ x + 1\implies 4$ |

2020-04-03 10:55:28 +0200 | commented answer | Why is SageMath fail to generate elements in finite field $GF(3^{15})$ @rburing tank you very much for your solution. |

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2020-04-03 07:11:09 +0200 | asked a question | Why is SageMath fail to generate elements in finite field $GF(3^{15})$ I would like to generate elements of finite filed $GF(3^{15})$. To do so I have used the following code : But this code failed to generate elements, occurring errors. On there hand the above code works fine for $GF(3^{2})$ given below: Produces: Where is the problem? |

2019-06-02 07:48:20 +0200 | marked best answer | How to fix "IOError: decoder jpeg not available" I have stuck when I compile these code in SageNotebook: The following errors occur : But when I compile these codes with python on the same OS(ubuntu32bit 16.04) it works well. The problems occur only on Sage. How can i fix this issue? |

2019-06-02 07:47:14 +0200 | asked a question | How to sum or product of two elements of two different fields? I would like to sum of product two elements from different fields and the resultant operation should be in the bigger field. I have used the following codes, but it gives errors. |

2019-06-01 12:29:34 +0200 | commented question | How to handle elements of two different Galois fields simultaneously? @FrédéricC I have used different names, but this also gives error: raise ValueError("the degree of the modulus does not equal the degree of the field") ValueError: the degree of the modulus does not equal the degree of the field |

2019-06-01 10:45:13 +0200 | asked a question | How to handle elements of two different Galois fields simultaneously? I would like to operate the elements of two different fields simultaneously. I have used the following codes, both are not working at the same time whereas only one work at a time. |

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2019-04-10 07:33:28 +0200 | asked a question | How to access serial number corresponding to each element in $GF(2^3)$? I would like to access serial number corresponding to each element in $GF(2^3)$? Corresponding to each serial number, I can access the element in $G(2^3)$ as follows: This provides : I would like to get the reverse process which will provide seral number corresponding to each element in $(2^3)$, that is, Is there any such way? |

2019-04-10 04:08:20 +0200 | asked a question | How to access index value of an element in $GF(2^3)$? I would like to access the index value of the corresponding element in $GF(2^3)$. The following code generates all the elements with a unique index value, but if the field size is very large, then it takes a very long time to generate all the elements with their corresponding index value. So I don't like to generate all the elements at a time. When I call a particular element this will return the corresponding index value of this particular element. Suppose, If an element $p(x)$ is in enumerate(F), then it should return the corresponding index value of $p(x)$. How can I do this? |

2019-04-07 04:11:02 +0200 | asked a question | How to access element from finite field in run time I would like to access index value corresponding to an element and conversely access element corresponding to an index value in As for example, for a polynomial p(x), PN[p(x)]=n, then conversely NP[n]=p(x). |

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2019-03-02 18:24:11 +0200 | asked a question | How to plot ellipsoid with interact? I would like to plot ellipsoid $\dfrac{x^2}{a^2}+\dfrac{y^2}{b^2}+\dfrac{z^2}{c^2}=1$ in SageMath, where the parameters $a,b,c$ can be changed interactively. I found it what I want here https://www.geogebra.org/m/cqtAE6Sm. But I want to do the same in Sage. How can I do it? |

2019-01-27 01:28:47 +0200 | commented answer | How to solve a system of three polynomial equations over $GF(2^8)$ @rburing thank you so much for your answer. One more question. If the right side of my given equation generates from a loop like b0,b1,b2, then what will be the code? |

2019-01-27 01:24:44 +0200 | marked best answer | How to solve a system of three polynomial equations over $GF(2^8)$ I would like to solve the following system of three equations of three variables $a0,a1,a2$ over How can I do this? |

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