Initial import: grid-bot — grid trading bot for BTC-USDT on Cifra Markets
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from __future__ import annotations
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from dataclasses import dataclass
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import torchgen.api.types as api_types
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from torchgen.api import cpp, structured
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from torchgen.api.types import (
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ArgName,
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BaseCppType,
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BaseCType,
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Binding,
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ConstRefCType,
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CType,
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NamedCType,
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scalarT,
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)
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from torchgen.model import (
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Argument,
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BaseTy,
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BaseType,
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DispatchKey,
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FunctionSchema,
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NativeFunctionsGroup,
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Type,
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)
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def schema_kernel_name(func: FunctionSchema, dispatch_key: DispatchKey) -> str:
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if not func.is_out_fn():
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raise AssertionError("ufunc.kernel_name should only be invoked on out schemas")
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return f"ufunc_{func.name.name}_{dispatch_key}"
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def kernel_name(g: NativeFunctionsGroup, dispatch_key: DispatchKey) -> str:
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return schema_kernel_name(g.out.func, dispatch_key)
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# Tensors are omitted (as they are stored in TensorIterator), everything else is
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# passed along (technically, we can pass tensors along too, it just wastes
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# argument registers)
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#
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# NB: used for CPU only
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def dispatchstub_type(t: Type, *, binds: ArgName) -> NamedCType | None:
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# Dispatch stubs are always plain ints
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r = cpp.valuetype_type(t, binds=binds, symint=False)
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if r is not None:
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return r
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if t == BaseType(BaseTy.Scalar):
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return NamedCType(binds, ConstRefCType(BaseCType(scalarT)))
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elif t == BaseType(BaseTy.Tensor):
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return None
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else:
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raise AssertionError(f"unrecognized type {repr(t)}")
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def opmath_type(scalar_t: BaseCppType) -> BaseCppType:
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if scalar_t == api_types.scalar_t:
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return api_types.opmath_t
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raise NotImplementedError
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# NB: Tensors in constructor are stored in opmath_t, not scalar_t
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# because Tensor in constructor = its a scalar tensor partially applied =
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# it can be higher precision and we want to compute in that higher precision
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#
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# NB: CUDA only
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def ufunctor_ctor_type(t: Type, *, binds: ArgName, scalar_t: BaseCppType) -> NamedCType:
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r = cpp.valuetype_type(t, binds=binds, symint=False)
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if r is not None:
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return r
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if t == BaseType(BaseTy.Scalar):
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return NamedCType(binds, BaseCType(opmath_type(scalar_t)))
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elif t == BaseType(BaseTy.Tensor):
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return NamedCType(binds, BaseCType(opmath_type(scalar_t)))
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else:
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raise AssertionError(f"unrecognized type {repr(t)}")
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# Only Tensors ever get passed directly to operator()
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#
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# NB: CUDA only
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# (Actually, this works for CPU too)
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def ufunctor_apply_type(
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t: Type, *, binds: ArgName, scalar_t: BaseCppType
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) -> NamedCType:
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if t == BaseType(BaseTy.Tensor):
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return NamedCType(binds, BaseCType(scalar_t))
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else:
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raise AssertionError(f"unrecognized type {repr(t)}")
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# The actual ufunc template function the user writes. Everything here
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# is done in the computation type. compute_t is opmath_t in CUDA and scalar_t
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# in CPU
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def ufunc_type(t: Type, *, binds: ArgName, compute_t: CType) -> NamedCType:
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r = cpp.valuetype_type(t, binds=binds, symint=False)
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if r is not None:
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return r
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if t == BaseType(BaseTy.Scalar):
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return NamedCType(binds, compute_t)
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elif t == BaseType(BaseTy.Tensor):
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return NamedCType(binds, compute_t)
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else:
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raise AssertionError(f"unrecognized type {repr(t)}")
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def ufunctor_ctor_argument(a: Argument, scalar_t: BaseCppType) -> Binding:
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return Binding(
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nctype=ufunctor_ctor_type(a.type, binds=a.name, scalar_t=scalar_t),
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name=a.name,
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default=None,
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argument=a,
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)
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def ufunctor_apply_argument(a: Argument, scalar_t: BaseCppType) -> Binding:
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return Binding(
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nctype=ufunctor_apply_type(a.type, binds=a.name, scalar_t=scalar_t),
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name=a.name,
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default=None,
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argument=a,
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)
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def ufunc_argument(a: Argument, compute_t: CType) -> Binding:
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return Binding(
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nctype=ufunc_type(a.type, binds=a.name, compute_t=compute_t),
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name=a.name,
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default=None,
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argument=a,
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)
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@dataclass(frozen=True)
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class UfunctorBindings:
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ctor: list[Binding]
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apply: list[Binding]
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# ufunctors are a CUDA-only concept representing functors that take some of
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# their arguments on a host-side constructor, and the rest in the device-side
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# apply. E.g.,
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#
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# template <typename scalar_t>
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# struct CUDAFunctorOnSelf_add {
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# using opmath_t = at::opmath_type<scalar_t>;
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# opmath_t other_;
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# opmath_t alpha_;
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# CUDAFunctorOnSelf_add(opmath_t other, opmath_t alpha) : other_(other), alpha_(alpha) {}
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# __device__ scalar_t operator()(scalar_t self) {
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# return ufunc::add(static_cast<opmath_t>(self), other_, alpha_);
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# }
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# };
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#
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# The ctor refers to the constructor CUDAFunctorOnSelf_add, while apply refers
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# to the operator() definition
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def ufunctor_arguments(
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g: NativeFunctionsGroup, *, scalar_tensor_idx: int | None, scalar_t: BaseCppType
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) -> UfunctorBindings:
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ctor = []
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apply = []
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for a in g.functional.func.arguments.flat_non_out:
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if a.type.is_tensor_like():
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if scalar_tensor_idx == 0:
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# put it in the ctor anyway
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ctor.append(ufunctor_ctor_argument(a, scalar_t=scalar_t))
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scalar_tensor_idx = None
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else:
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if scalar_tensor_idx is not None:
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scalar_tensor_idx -= 1
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apply.append(ufunctor_apply_argument(a, scalar_t=scalar_t))
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else:
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ctor.append(ufunctor_ctor_argument(a, scalar_t=scalar_t))
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if scalar_tensor_idx is not None:
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raise AssertionError("scalar_tensor_idx should be None at end of processing")
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return UfunctorBindings(ctor=ctor, apply=apply)
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# ufuncs are the inner loop template functions that you wrote in ufunc/add.h
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# which do the actual computation in question. E.g.,
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#
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# template <typename T>
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# C10_HOST_DEVICE T add(T self, T other, T alpha) __ubsan_ignore_undefined__ {
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# return self + alpha * other;
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# }
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#
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# In this file, we refer to T as compute_t which is bound by caller
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def ufunc_arguments(g: NativeFunctionsGroup, *, compute_t: CType) -> list[Binding]:
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return [
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ufunc_argument(a, compute_t=compute_t)
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for a in g.functional.func.arguments.flat_non_out
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]
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# Stubs are the DispatchStub trampolines that CPU kernels use to get to their
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# vectorized versions. E.g.,
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#
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# using structured_binary_fn_alpha = void(*)(TensorIteratorBase&, const Scalar& alpha);
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# DECLARE_DISPATCH(structured_binary_fn_alpha, add_stub);
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def stub_arguments(g: NativeFunctionsGroup) -> list[Binding]:
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# stubs drop all tensor arguments (they are implicit in the TensorIterator
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# argument and keep everything else)
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return [
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r
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for a in g.out.func.arguments.flat_non_out
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if not a.type.is_tensor_like()
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for r in structured.argument(a)
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]
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