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15
67
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What random process generates a uniformly random plane in $\mathbb{F}_p^m$?

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#linear-algebra #finite-fields
149
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A more general Kloosterman-type sum

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#finite-fields #analytic-number-theory #characters #exponential-sum
201
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Geometric interpretation of subgroups of an elliptic curve group?

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#abstract-algebra #finite-fields #elliptic-curves
1.3k
Views

Find root of polynomial over finite field

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#abstract-algebra #galois-theory #finite-fields
1.1k
Views

Factoring polynomials over finite fields using Maple and Maxima

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#polynomials #finite-fields #factoring #maple #maxima-software
87
Views

Linear equations modulo different prime through CRT

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#finite-fields #chinese-remainder-theorem
333
Views

Irreducibility of $x^3 − a$ over the field of $q$ elements

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#elementary-number-theory #finite-fields #cryptography #irreducible-polynomials
188
Views

Additive character sum over intersection of additive and multiplicative subgroups of finite fields

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#finite-fields #analytic-number-theory #characters #exponential-sum
576
Views

Why is the image of a $\pmod p$ Galois representation finite?

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#representation-theory #galois-theory #finite-fields #galois-representations
550
Views

If $f$ and $g$ are independent polynomials and $h$ is a nonzero polynomial, then $fh$ and $gh$ are independent

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#linear-algebra #finite-fields #irreducible-polynomials
6.3k
Views

On the number of $2 \times 2$ matrices over ${\Bbb Z}_3$ with unit determinant

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#linear-algebra #matrices #determinant #finite-fields
189
Views

Linear subspaces of $\operatorname{GF}(3)^3$ containing a certain subspace.

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#linear-algebra #elementary-set-theory #vector-spaces #finite-fields
338
Views

Finite fields: factorization of the trace function over the base field

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#finite-fields #factoring #prime-factorization #trace-map
1.7k
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Tensorproduct of finite fields

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#finite-fields #tensor-products
78
Views

Yet another question on finite fields

Published on
#elementary-number-theory #finite-fields

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