Difference between revisions of "Opening"
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| − | The '''opening''' | + | The '''opening''' of a game of [[Hex]] is the initial sequence of moves that occur at the start of the game. The specific number of moves considered as part of the opening can vary depending on the type of opening and the perspectives of the players. However, typically the first two moves of the game are considered part of the opening. |
| − | == Opening | + | == Opening theory == |
| − | + | Opening theory is the study of the strategies and techniques used in the opening of Hex. Two of the most fundamental questions in opening theory are: | |
| − | * Where should | + | * Where should the first move be played? |
| − | * Should | + | * Should the players [[swap]] positions? |
| − | + | ||
| − | + | ||
=== The first move === | === The first move === | ||
| − | + | The decision of where to play the first move is particularly important for the first player. It should not be too strong, as the second player will then swap, but also not too weak, as the second player will decline the swap and have a better position. Therefore, the first player must find a move that gives both players an approximately equal chance of success. | |
| − | + | There are certain moves that are considered fair, such as a2, a3, b2, and c2, which are common opening moves. However, these are only suggestions, and many other moves may be tried, such as a4 to a8, a11, and c10 (on an 11×11 board). | |
=== Swapping === | === Swapping === | ||
| − | When to swap | + | When considering whether to swap, one rule of thumb is to swap any opening, except if the first move was played on the first row, adjacent to a [[friendly]] edge, and not in the obtuse corner. Players can also look at winning opening moves for [[small boards]]. |
| − | + | == Opening theory for specific board sizes == | |
| − | == | + | There are specific articles for openings on different board sizes: |
| + | * [[Openings on 11 x 11|11 x 11]] | ||
| + | * [[Openings on 13 x 13|13 x 13]] (adapted from Jonatan Rydh's page on openings) | ||
| + | * [[Openings on 19 x 19|19 x 19]] | ||
| + | |||
| + | == Specific opening moves == | ||
| + | |||
| + | Some opening moves have their own dedicated articles. | ||
* [[A2 opening]] | * [[A2 opening]] | ||
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* [[Obtuse corner opening]] | * [[Obtuse corner opening]] | ||
* [[The Hungarian (opening)]] | * [[The Hungarian (opening)]] | ||
| + | |||
| + | [[category:opening]] | ||
Latest revision as of 18:04, 19 March 2023
The opening of a game of Hex is the initial sequence of moves that occur at the start of the game. The specific number of moves considered as part of the opening can vary depending on the type of opening and the perspectives of the players. However, typically the first two moves of the game are considered part of the opening.
Contents
Opening theory
Opening theory is the study of the strategies and techniques used in the opening of Hex. Two of the most fundamental questions in opening theory are:
- Where should the first move be played?
- Should the players swap positions?
The first move
The decision of where to play the first move is particularly important for the first player. It should not be too strong, as the second player will then swap, but also not too weak, as the second player will decline the swap and have a better position. Therefore, the first player must find a move that gives both players an approximately equal chance of success.
There are certain moves that are considered fair, such as a2, a3, b2, and c2, which are common opening moves. However, these are only suggestions, and many other moves may be tried, such as a4 to a8, a11, and c10 (on an 11×11 board).
Swapping
When considering whether to swap, one rule of thumb is to swap any opening, except if the first move was played on the first row, adjacent to a friendly edge, and not in the obtuse corner. Players can also look at winning opening moves for small boards.
Opening theory for specific board sizes
There are specific articles for openings on different board sizes:
Specific opening moves
Some opening moves have their own dedicated articles.
