List of abstract strategy games

N-in-a-row games involve placing and/or moving pieces on a game board attempting to create a layout of N pieces in a straight line (often N=3, but not always). Positional games^[1] involve only playing pieces, with no movement or captures afterwards. Many of these positional games can also be played as paper and pencil games, and these are marked †. (Generally, 3D games are difficult to play on paper.)

Positional "N-in-a-row" games

Non-positional "N-in-a-row" games, i.e. games with movements and/or captures

Blockade games^[2][3] primarily involve moving your pieces, following the game rules, so as to block your opponent from having any move they can make. In symmetric blockade games, both players have the same number of pieces with the same movement capabilities. In asymmetric blockade games, players have different numbers of pieces with different movement capabilities—usually one player having a single piece of greater movement range and the other player having multiple pieces of lesser movement capabilities.

Symmetric blockade games

Asymmetric blockade games

A connection game is a type of abstract strategy game in which players attempt to complete a specific type of connection with their pieces. This could involve forming a path between two or more goals, completing a closed loop, or connecting all of one's pieces so they are adjacent to each other.^[4] Those marked † can also be played as paper and pencil games.

Annihilation games have as a central goal the idea of capturing or eliminating all of the opponent's pieces before they can capture yours. The rules for how a capture is accomplished vary greatly. A classic example of this category is checkers. Two of the most common forms of capture are jump (one piece jumps an opponent's piece) and custodial (one piece is surrounded by two or more opponent pieces). Both "capture and remove from the board" games and "capture and convert to one of your pieces" games are included in this list.

These games involve some aspect of counting, especially to determine the relative outcomes of various alternatives at points along the way. Classic examples of this category include the various Mancala games.

Positional games allow no captures, but require some arrangement of pieces that constitutes a "win". This is a broad category that includes, as sub-categories, both the "All-in-a-row" games and the "Blockade" games. Only the positional games that do not fit into those two categories are included in this list.