Taichi is a data-oriented programming (DOP) language. However, simple DOP makes modularization hard.
To allow modularized code, Taichi borrow some concepts from object-oriented programming (OOP).
For convenience, let's call the hybrid scheme objective data-oriented programming (ODOP).
TODO: More documentation here.
A brief example:
import taichi as ti
ti.init()
@ti.data_oriented
class Array2D:
def __init__(self, n, m, increment):
self.n = n
self.m = m
self.val = ti.var(ti.f32)
self.total = ti.var(ti.f32)
self.increment = increment
ti.root.dense(ti.ij, (self.n, self.m)).place(self.val)
ti.root.place(self.total)
@staticmethod
@ti.func
def clamp(x): # Clamp to [0, 1)
return max(0, min(1 - 1e-6, x))
@ti.kernel
def inc(self):
for i, j in self.val:
ti.atomic_add(self.val[i, j], self.increment)
@ti.kernel
def inc2(self, increment: ti.i32):
for i, j in self.val:
ti.atomic_add(self.val[i, j], increment)
@ti.kernel
def reduce(self):
for i, j in self.val:
ti.atomic_add(self.total, self.val[i, j] * 4)
arr = Array2D(128, 128, 3)
double_total = ti.var(ti.f32, shape=())
ti.root.lazy_grad()
arr.inc()
arr.inc.grad()
assert arr.val[3, 4] == 3
arr.inc2(4)
assert arr.val[3, 4] == 7
with ti.Tape(loss=arr.total):
arr.reduce()
for i in range(arr.n):
for j in range(arr.m):
assert arr.val.grad[i, j] == 4
@ti.kernel
def double():
double_total[None] = 2 * arr.total
with ti.Tape(loss=double_total):
arr.reduce()
double()
for i in range(arr.n):
for j in range(arr.m):
assert arr.val.grad[i, j] == 8