[HTML][HTML] Magic Square and Arrangement of Consecutive Integers That Avoids k-Term Arithmetic Progressions
In 1977, Davis et al. proposed a method to generate an arrangement of [n]={1, 2,…, n} that
avoids three-term monotone arithmetic progressions. Consequently, this arrangement …
avoids three-term monotone arithmetic progressions. Consequently, this arrangement …
Magic Square and Arrangement of Consecutive Integers That Avoids k-Term Arithmetic Progressions
KA Sim, KB Wong - Mathematics, 2021 - search.proquest.com
In 1977, Davis et al. proposed a method to generate an arrangement of [n]={1, 2,…, n} that
avoids three-term monotone arithmetic progressions. Consequently, this arrangement …
avoids three-term monotone arithmetic progressions. Consequently, this arrangement …
Magic Square and Arrangement of Consecutive Integers That Avoids k-Term Arithmetic Progressions
KA Sim, KB Wong - Mathematics, 2021 - econpapers.repec.org
In 1977, Davis et al. proposed a method to generate an arrangement of [n]={1, 2,…, n} that
avoids three-term monotone arithmetic progressions. Consequently, this arrangement …
avoids three-term monotone arithmetic progressions. Consequently, this arrangement …
Magic square and arrangement of consecutive integers that avoids k-term arithmetic progressions
KA Sim, KB Wong - Mathematics, 2021 - eprints.um.edu.my
In 1977, Davis et al. proposed a method to generate an arrangement of n]={1, 2, horizontal
ellipsis, n} that avoids three-term monotone arithmetic progressions. Consequently, this …
ellipsis, n} that avoids three-term monotone arithmetic progressions. Consequently, this …
Magic Square and Arrangement of Consecutive Integers That Avoids k-Term Arithmetic Progressions.
KA Sim, KB Wong - Mathematics (2227-7390), 2021 - search.ebscohost.com
In 1977, Davis et al. proposed a method to generate an arrangement of [n]={1, 2,..., n} that
avoids three-term monotone arithmetic progressions. Consequently, this arrangement …
avoids three-term monotone arithmetic progressions. Consequently, this arrangement …
Magic Square and Arrangement of Consecutive Integers That Avoids k-Term Arithmetic Progressions
KA Sim, KB Wong - Mathematics, 2021 - ideas.repec.org
In 1977, Davis et al. proposed a method to generate an arrangement of [n]={1, 2,…, n} that
avoids three-term monotone arithmetic progressions. Consequently, this arrangement …
avoids three-term monotone arithmetic progressions. Consequently, this arrangement …
Magic square and arrangement of consecutive integers that avoids k-term arithmetic progressions
KA Sim, KB Wong - Mathematics, 2021 - eprints.um.edu.my
In 1977, Davis et al. proposed a method to generate an arrangement of n]={1, 2, horizontal
ellipsis, n} that avoids three-term monotone arithmetic progressions. Consequently, this …
ellipsis, n} that avoids three-term monotone arithmetic progressions. Consequently, this …