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Concept
Tactical role-playing game
Summary
Tactical role-playing games (abbreviated TRPGs), also known as strategy role-playing games and in Japan as simulation RPGs (both abbreviated SRPGs), are a video game genre that combines core elements of role-playing video games with those of tactical (turn-based or real-time) strategy video games. The formats of tactical RPGs are much like traditional tabletop role-playing games and strategy games in appearance, pacing, and rule structure. Likewise, early tabletop role-playing games are descended from skirmish wargames such as Chainmail, which were primarily concerned with combat.
This subgenre of role-playing video games principally refers to games which incorporate elements from strategy video games as an alternative to traditional role-playing game (RPG) systems. Like standard RPGs, the player typically controls a finite party and battles a similar number of enemies. Like other RPGs, death is usually temporary, but this genre incorporates strategic gameplay such as tactical movement on an isometric grid. Unlike traditional RPGs which are traditionally single-player, some tactical RPGs feature multiplayer play, such as Final Fantasy Tactics.
A distinct difference between tactical RPGs and traditional RPGs is the lack of exploration; for instance, Final Fantasy Tactics does away with the third-person exploration of towns and dungeons that is typical in a Final Fantasy game. Instead of exploration, there is an emphasis on battle strategy. Players are able to build and train characters to use in battle, utilizing different classes, including warriors and magic users, depending on the game. Characters normally gain experience points from battle and grow stronger, and are awarded secondary experience points which can be used to advance in specific character classes. Battles have specific winning conditions, such as defeating all enemies or surviving a certain number of turns, that the player must accomplish before the next map will become available. In between battles, players can access their characters to equip them, change classes, train them, depending on the game.
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Related courses (1)
MATH-313: Number theory I.b - Analytic number theory
The aim of this course is to present the basic techniques of analytic number theory.