Definition of Latin square in English:

Latin square

noun

An arrangement of letters or symbols that each occur n times, in a square array of n² compartments so that no letter appears twice in the same row or column.
拉丁方
Example sentencesExamples
- Here are two examples of Latin squares of order 4.
- The original edition contained an early example of a problem about orthogonal Latin squares.
- Both the creation and the solution of Sudoku puzzles relate to the ‘quasigroup completion problem’ of completing a partially-filled Latin square.
- This study of symmetric functions led him to study partitions and Latin squares, and for many years he was considered the leading worker in this area.

Definition of Latin square in US English:

Latin square

noun

1An arrangement of letters or symbols that each occur n times, in a square array of n² compartments so that no letter appears twice in the same row or column.
拉丁方
Example sentencesExamples
- The original edition contained an early example of a problem about orthogonal Latin squares.
- This study of symmetric functions led him to study partitions and Latin squares, and for many years he was considered the leading worker in this area.
- Here are two examples of Latin squares of order 4.
- Both the creation and the solution of Sudoku puzzles relate to the ‘quasigroup completion problem’ of completing a partially-filled Latin square.
1. 1.1 A Latin square used as the basis of experimental procedures in which it is desired to control or allow for two sources of variability while investigating a third.
  拉丁方实验程序
  Example sentencesExamples
  We used the orthogonal Latin square design for three treatments, which included all six possible sequences.
  Treatments were balanced across visits using the Latin square method.
  The order of the six conditions for each graph type was counterbalanced across participants using Latin squares.
  The order of the four conditions for each graph type was counterbalanced across participants using Latin squares, and the order of graph types was also counterbalanced.
  Statistical design was a balanced 4 x 4 Latin square replicated five times.
  In this article we present a new algorithm, which uses mutually orthogonal Latin squares to perform enhanced sampling of the conformational space.
  There were four blocks of four irrigation treatments for each variety in a Latin square arrangement, with a single experimental row and two guard rows.

词汇	Latin square
释义	Definition of Latin square in English: Latin square noun An arrangement of letters or symbols that each occur n times, in a square array of n² compartments so that no letter appears twice in the same row or column. 拉丁方 Example sentencesExamples Here are two examples of Latin squares of order 4. The original edition contained an early example of a problem about orthogonal Latin squares. Both the creation and the solution of Sudoku puzzles relate to the ‘quasigroup completion problem’ of completing a partially-filled Latin square. This study of symmetric functions led him to study partitions and Latin squares, and for many years he was considered the leading worker in this area. Definition of Latin square in US English: Latin square noun 1An arrangement of letters or symbols that each occur n times, in a square array of n² compartments so that no letter appears twice in the same row or column. 拉丁方 Example sentencesExamples The original edition contained an early example of a problem about orthogonal Latin squares. This study of symmetric functions led him to study partitions and Latin squares, and for many years he was considered the leading worker in this area. Here are two examples of Latin squares of order 4. Both the creation and the solution of Sudoku puzzles relate to the ‘quasigroup completion problem’ of completing a partially-filled Latin square. 1.1 A Latin square used as the basis of experimental procedures in which it is desired to control or allow for two sources of variability while investigating a third. 拉丁方实验程序 Example sentencesExamples We used the orthogonal Latin square design for three treatments, which included all six possible sequences. Treatments were balanced across visits using the Latin square method. The order of the six conditions for each graph type was counterbalanced across participants using Latin squares. The order of the four conditions for each graph type was counterbalanced across participants using Latin squares, and the order of graph types was also counterbalanced. Statistical design was a balanced 4 x 4 Latin square replicated five times. In this article we present a new algorithm, which uses mutually orthogonal Latin squares to perform enhanced sampling of the conformational space. There were four blocks of four irrigation treatments for each variety in a Latin square arrangement, with a single experimental row and two guard rows.
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