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czgdp1807 avatar czgdp1807 commented on August 16, 2024

The problem of implementing AD is a bit difficult and can be handled better by dividing the problem into smaller parts. The following are the components of an AD system,

  1. Operations - Pre-defined mathematical operations(+, -, *, /, some transcendental functions).
  2. Expressions - A combination of operations on inputs.
  3. A framework to generate computation graph from expressions.
  4. Final AD on computation graphs.

We should move from 1-4 in a sequential manner.

from bnn.

czgdp1807 avatar czgdp1807 commented on August 16, 2024

Operations

Input
The following combinations of inputs are possible,

  • 2 Tensors
  • 1 Tensor and 1 Operator(base class for all operation classes) pointer
  • 2 Operator pointers
  • 1 Tensor
  • 1 Operator pointer

Output - Class associated with each operator. This will help in retaining an expression un-evaluated.

A simple prototype for add operation,

class Add(Operator):
    ...

Add* add(const Tensor& a, const Tensor& b);
Add* add(const Operator* a, const Operator* b);  

Class Design

Operator
public

  • Operator* args;

There will be an identity operator which will act as a wrapper to tensor inputs so that uniformity can be attained in Operator and it's child classes.

from bnn.

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