Place the stars so each row, column and outlined region holds its exact quota, and no two stars ever sit side by side.
Star Battle is a logic puzzle on a gridded board split into irregular regions. You must place a fixed number of stars in every row, every column and every region, and no two stars may touch, not even diagonally. Each puzzle has exactly one solution.
Star Battle is often attributed to a named designer, but not in any source solid enough to cite here, so this section will not pretend to one. What can be said is where it sits.
It is a region-partition puzzle of the sort Nikoli made a house style — a grid cut into irregular shapes, where the shapes carry as much of the constraint as the rows and columns do. Nurikabe is the best-known example of that design instinct.
Its own contribution is the combination of a quota with a spacing rule. Every row, every column and every region must hold the same fixed number of stars, and no two stars may touch even diagonally — so each placement both satisfies three counts at once and forbids the eight cells around it. Those two forces pulling against each other are the whole puzzle.
Further reading: The Nikoli Tradition
Star Battle is a pure-deduction grid puzzle in the tradition of region-based logic challenges, prized for needing no arithmetic, just careful elimination. This is an original, free browser version with daily and practice modes, playable instantly with no download or sign-up.
Star Battle belongs to a Japanese puzzle tradition that values pure reasoning over language, where a grid divided into regions and a star count per line define the entire challenge.