Separating Axis theorem in lua.

It's a simple Lua library for performing collision detection of simple 2D shapes. It uses the Separating Axis Theorem

The aim is to keep it simple as possible, so you don't change the structure of your code and how you store values.

Also it's a first try, contributions are welcome.

It supports detecting collisions between:

• - Circles - Circles
• - Circles - Convex polygons
• - Convex polygons - Convex polygons

If a circle is involved in the collision, it returns the point of collision on the circle.

It's released under the MIT license.

Get the repo, keep SAT.lua and erase files

function love.load()
SAT  = require("SAT")


end


function love.update()

	-- collider, must be a table with
	-- collider.type = "circle" or "polygon"
	-- collider.vertices -- if it's a polygon
	-- collider.radius -- if it's a circle
	
	-- body must be a table as  like {400,400}
	local shape_a = SAT.new_shape(collider_a, body_a)
	local shape_b = SAT.new_shape(collider_b, body_b)
	
	
	local collide, mtv_axis, overlap = SAT.is_colliding(shape_a, shape_b)
	
	if collide then
	-- shape_a is colliding with b. To stop the colliding, move the shape_a along the mtx_axis.
		local mtv = { mtv_axis[1] * overlap, mtv_axis[2] * overlap]}
		shape_a.position = shape_a.position + mtv -- use a function to add two vectors.
	
	end
end

Get the point of collision and faces involded in polygon - polygon collision. I have already something but the code is too dirty and some issues have to fix.