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Covering almost all naturals by translates of a set

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#additive-combinatorics
82
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How do I calculate sum of sum of two integer arrays such that common elements are counted once?

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#arithmetic #additive-combinatorics
60
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Partitioning a progression

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#real-analysis #combinatorics #number-theory #arithmetic #additive-combinatorics
94
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When is $\binom{m+s}{s}/(s+1)$ a natural number for $m, s \in \mathbb{N}$ and $m,s > 1?$

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#elementary-number-theory #finite-groups #abelian-groups #additive-combinatorics
48
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sigma notation for sumsets $\Sigma B$

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#elementary-number-theory #additive-combinatorics #sumset
354
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Is there any formula for this sum of power of positive integers?

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#combinatorics #number-theory #analysis #additive-combinatorics
335
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Generalization of an IMO 1985 Problem in Elementary Number Theory and Combinatorics.

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#combinatorics #elementary-number-theory #pigeonhole-principle #additive-combinatorics
140
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Certain property of finite field $F_p$

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#combinatorics #field-theory #finite-fields #cyclic-groups #additive-combinatorics
100
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All possible combinations from a list to sum to X

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#combinatorics #discrete-mathematics #additive-combinatorics
633
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Sumset that covers $\mathbb{Z}/p\mathbb{Z}$.

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#combinatorics #number-theory #prime-numbers #additive-combinatorics
142
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Will terms in this sequence always have digital root 1?

Published on
#sequences-and-series #number-theory #additive-combinatorics
65
Views

Dependency of the properties of numbers' subsets

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#additive-combinatorics
64
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Maximal number of subsets of $n$ real numbers that have the same sum, when $2^{n-2}$ of subsets have "unique" sums

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#combinatorics #number-theory #elementary-number-theory #additive-combinatorics
348
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Uses of Chevalley-Warning

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#linear-algebra #combinatorics #additive-combinatorics #algebraic-combinatorics #arithmetic-combinatorics
212
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Farey fractions in arithmetic progression

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#analytic-number-theory #additive-combinatorics

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