| ชื่อเรื่อง | : | The discovery of two new magic knights tours |
| นักวิจัย | : | Roberts, Tim S., 1955- |
| คำค้น | : | TBA , 780101 Mathematical sciences , 230101 Mathematical Logic, Set Theory, Lattices and Combinatorics , Mathematics , Logic, Symbolic and mathematical. |
| หน่วยงาน | : | Central Queensland University, Australia |
| ผู้ร่วมงาน | : | - |
| ปีพิมพ์ | : | 2548 |
| อ้างอิง | : | http://hdl.cqu.edu.au/10018/4347 , cqu:2057 |
| ที่มา | : | Roberts, T 2005, 'The discovery of two new magic knights tours', The Mathematical Gazette, vol. 89, no. 514, pp. 22-27. |
| ความเชี่ยวชาญ | : | - |
| ความสัมพันธ์ | : | Mathematical gazette Leicester : The Mathematical Association, 2005. Vol. 89, no. 514 (March 2005), p. 22-27 6 pages Refereed 0025-5572 , aCQUIRe [electronic resource] : Central Queensland University Institutional Repository. |
| ขอบเขตของเนื้อหา | : | - |
| บทคัดย่อ/คำอธิบาย | : | A magic square is one in which all rows and columns, and the two main diagonals, sum to the same total. A knight's tour is a tour of the board in which, using knight's moves, all squares are visited exactly once. When the squares visited are numbered from 1 to 64, if the square is magic (but without including the two main diagonals), this is termed a magic knight's tour. This paper describes two magic knight's tours on an 8 by 8 board found in early 2003, the first new tours to be discovered since 1988, and the first irregular tours to be discovered since 1936. |
| บรรณานุกรม | : |
Roberts, Tim S., 1955-
. (2548). The discovery of two new magic knights tours.
กรุงเทพมหานคร : Central Queensland University, Australia. Roberts, Tim S., 1955-
. 2548. "The discovery of two new magic knights tours".
กรุงเทพมหานคร : Central Queensland University, Australia. Roberts, Tim S., 1955-
. "The discovery of two new magic knights tours."
กรุงเทพมหานคร : Central Queensland University, Australia, 2548. Print. Roberts, Tim S., 1955-
. The discovery of two new magic knights tours. กรุงเทพมหานคร : Central Queensland University, Australia; 2548.
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