Geoclidean@geoclidean·2yIMO Shortlist 2013, Combinatorics #1 #Algorithm #Combinatorics #AdditiveCombinatorics #IMOShortlistDownloadShareCopied01268
Geoclidean@geoclidean·8moA integer can be written as the sum of 1990 integers #NumberTheory #AdditiveCombinatorics #AdditiveNumberTheory #Counting #IMOShortlistDownloadShareCopied117209
Geoclidean@geoclidean·2ynot all sufficiently large integers are clean #IMOShortlist #Combinatorics #AdditiveCombinatoricsDownloadShareCopied027175
Geoclidean@geoclidean·2yIMO Shortlist 2013, Combinatorics #1 #Algorithm #Combinatorics #AdditiveCombinatorics #IMOShortlistDownloadShareCopied00338
Geoclidean@geoclidean·2yIMO ShortList 1998, number theory problem 8 #NumberTheory #IntegerSequence #AdditiveCombinatorics #AdditiveNumberTheory #IMOShortlistDownloadShareCopied013135
Geoclidean@geoclidean·7moT contains at least k(n-k)+1 distinct elements #Combinatorics #IMOShortlist #AdditiveCombinatorics #AdditiveNumberTheoryDownloadShareCopied01494
Geoclidean@geoclidean·2yIMO Shortlist 2013, Combinatorics #1 #Algorithm #Combinatorics #AdditiveCombinatorics #IMOShortlistDownloadShareCopied00595