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8
Math.TechQA.Club
2023-01-05 03:20:47
175
Views
What's the smallest set that covers $\mathbb{B}^n$ with at most one XOR operation?
Published on
05 Jan 2023 - 3:20
#combinatorics
#binary
#extremal-combinatorics
113
Views
The least number of numbers the differences among which include Fibonacci numbers $F_2, F_3,\cdots, F_n$
Published on
12 Jan 2023 - 13:34
#elementary-set-theory
#contest-math
#fibonacci-numbers
#extremal-combinatorics
65
Views
Moving points into the black cells of an infinite chessboard
Published on
29 Mar 2026 - 19:11
#contest-math
#combinatorial-geometry
#extremal-combinatorics
74
Views
What's the "norm" on $S_k(n,d)$? (Behrend, $1946$)
Published on
21 Jan 2023 - 12:42
#combinatorics
#elementary-number-theory
#proof-explanation
#arithmetic-progressions
#extremal-combinatorics
140
Views
What computational shortcut finds the sum all possible products given any list of n random real numbers taken r at a time? Here's what I tried...
Published on
26 Mar 2026 - 23:10
#combinatorics
#products
#combinatorial-proofs
#extremal-combinatorics
#summation-method
178
Views
Maximum number of elements of a subset
Published on
22 Jan 2023 - 16:57
#elementary-set-theory
#extremal-combinatorics
127
Views
How large can $X\subset \mathbb{F}_2^{10}$ be without solutions to $x_1+\cdots+x_n=0$ for $n\le4$?
Published on
23 Jan 2023 - 9:16
#finite-fields
#binary
#pigeonhole-principle
#extremal-combinatorics
25
Views
If $E$ denotes $n$ sets of size $k$, what is the minimum possible number of subsets of sets in $E$ of size $d$, $d<k$?
Published on
23 Jan 2023 - 17:17
#combinatorics
#extremal-combinatorics
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