Coverage Report

Created: 2026-05-27 07:00

next uncovered line (L), next uncovered region (R), next uncovered branch (B)
/proc/self/cwd/runtime/standard/arithmetic_functions.cc
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// Copyright 2023 Google LLC
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//
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// Licensed under the Apache License, Version 2.0 (the "License");
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// you may not use this file except in compliance with the License.
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// You may obtain a copy of the License at
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//
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//     https://www.apache.org/licenses/LICENSE-2.0
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//
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// Unless required by applicable law or agreed to in writing, software
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// distributed under the License is distributed on an "AS IS" BASIS,
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// WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
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// See the License for the specific language governing permissions and
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// limitations under the License.
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#include "runtime/standard/arithmetic_functions.h"
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#include <cstdint>
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#include <limits>
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#include "absl/status/status.h"
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#include "absl/strings/string_view.h"
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#include "base/builtins.h"
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#include "base/function_adapter.h"
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#include "common/value.h"
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#include "internal/overflow.h"
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#include "internal/status_macros.h"
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#include "runtime/function_registry.h"
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#include "runtime/runtime_options.h"
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namespace cel {
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namespace {
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// Template functions providing arithmetic operations
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template <class Type>
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Value Add(Type v0, Type v1);
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template <>
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491
Value Add<int64_t>(int64_t v0, int64_t v1) {
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  auto sum = cel::internal::CheckedAdd(v0, v1);
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  if (!sum.ok()) {
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    return ErrorValue(sum.status());
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  }
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  return IntValue(*sum);
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491
}
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template <>
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104
Value Add<uint64_t>(uint64_t v0, uint64_t v1) {
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  auto sum = cel::internal::CheckedAdd(v0, v1);
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  if (!sum.ok()) {
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    return ErrorValue(sum.status());
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  }
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  return UintValue(*sum);
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104
}
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template <>
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Value Add<double>(double v0, double v1) {
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  return DoubleValue(v0 + v1);
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142
}
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template <class Type>
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Value Sub(Type v0, Type v1);
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template <>
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4.16k
Value Sub<int64_t>(int64_t v0, int64_t v1) {
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4.16k
  auto diff = cel::internal::CheckedSub(v0, v1);
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4.16k
  if (!diff.ok()) {
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    return ErrorValue(diff.status());
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  }
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4.08k
  return IntValue(*diff);
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4.16k
}
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template <>
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Value Sub<uint64_t>(uint64_t v0, uint64_t v1) {
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  auto diff = cel::internal::CheckedSub(v0, v1);
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  if (!diff.ok()) {
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    return ErrorValue(diff.status());
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  }
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  return UintValue(*diff);
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}
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template <>
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923
Value Sub<double>(double v0, double v1) {
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923
  return DoubleValue(v0 - v1);
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923
}
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template <class Type>
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Value Mul(Type v0, Type v1);
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template <>
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Value Mul<int64_t>(int64_t v0, int64_t v1) {
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  auto prod = cel::internal::CheckedMul(v0, v1);
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  if (!prod.ok()) {
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    return ErrorValue(prod.status());
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  }
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  return IntValue(*prod);
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}
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template <>
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Value Mul<uint64_t>(uint64_t v0, uint64_t v1) {
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  auto prod = cel::internal::CheckedMul(v0, v1);
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  if (!prod.ok()) {
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    return ErrorValue(prod.status());
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  }
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  return UintValue(*prod);
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}
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template <>
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Value Mul<double>(double v0, double v1) {
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  return DoubleValue(v0 * v1);
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}
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template <class Type>
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Value Div(Type v0, Type v1);
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// Division operations for integer types should check for
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// division by 0
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template <>
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1.23k
Value Div<int64_t>(int64_t v0, int64_t v1) {
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1.23k
  auto quot = cel::internal::CheckedDiv(v0, v1);
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1.23k
  if (!quot.ok()) {
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    return ErrorValue(quot.status());
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  }
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  return IntValue(*quot);
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}
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// Division operations for integer types should check for
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// division by 0
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template <>
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Value Div<uint64_t>(uint64_t v0, uint64_t v1) {
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  auto quot = cel::internal::CheckedDiv(v0, v1);
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  if (!quot.ok()) {
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    return ErrorValue(quot.status());
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  }
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  return UintValue(*quot);
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}
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template <>
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Value Div<double>(double v0, double v1) {
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  static_assert(std::numeric_limits<double>::is_iec559,
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                "Division by zero for doubles must be supported");
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  // For double, division will result in +/- inf
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  return DoubleValue(v0 / v1);
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}
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// Modulo operation
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template <class Type>
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Value Modulo(Type v0, Type v1);
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// Modulo operations for integer types should check for
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// division by 0
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template <>
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2.00k
Value Modulo<int64_t>(int64_t v0, int64_t v1) {
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  auto mod = cel::internal::CheckedMod(v0, v1);
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2.00k
  if (!mod.ok()) {
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    return ErrorValue(mod.status());
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  }
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  return IntValue(*mod);
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}
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template <>
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Value Modulo<uint64_t>(uint64_t v0, uint64_t v1) {
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  auto mod = cel::internal::CheckedMod(v0, v1);
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  if (!mod.ok()) {
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    return ErrorValue(mod.status());
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  }
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  return UintValue(*mod);
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}
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// Helper method
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// Registers all arithmetic functions for template parameter type.
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template <class Type>
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absl::Status RegisterArithmeticFunctionsForType(FunctionRegistry& registry) {
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  using FunctionAdapter = cel::BinaryFunctionAdapter<Value, Type, Type>;
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  CEL_RETURN_IF_ERROR(registry.Register(
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      FunctionAdapter::CreateDescriptor(cel::builtin::kAdd, false),
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      FunctionAdapter::WrapFunction(&Add<Type>)));
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  CEL_RETURN_IF_ERROR(registry.Register(
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      FunctionAdapter::CreateDescriptor(cel::builtin::kSubtract, false),
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      FunctionAdapter::WrapFunction(&Sub<Type>)));
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  CEL_RETURN_IF_ERROR(registry.Register(
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      FunctionAdapter::CreateDescriptor(cel::builtin::kMultiply, false),
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      FunctionAdapter::WrapFunction(&Mul<Type>)));
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  return registry.Register(
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      FunctionAdapter::CreateDescriptor(cel::builtin::kDivide, false),
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      FunctionAdapter::WrapFunction(&Div<Type>));
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}
arithmetic_functions.cc:absl::lts_20260107::Status cel::(anonymous namespace)::RegisterArithmeticFunctionsForType<long>(cel::FunctionRegistry&)
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14.5k
absl::Status RegisterArithmeticFunctionsForType(FunctionRegistry& registry) {
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  using FunctionAdapter = cel::BinaryFunctionAdapter<Value, Type, Type>;
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  CEL_RETURN_IF_ERROR(registry.Register(
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      FunctionAdapter::CreateDescriptor(cel::builtin::kAdd, false),
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      FunctionAdapter::WrapFunction(&Add<Type>)));
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14.5k
  CEL_RETURN_IF_ERROR(registry.Register(
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      FunctionAdapter::CreateDescriptor(cel::builtin::kSubtract, false),
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      FunctionAdapter::WrapFunction(&Sub<Type>)));
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  CEL_RETURN_IF_ERROR(registry.Register(
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      FunctionAdapter::CreateDescriptor(cel::builtin::kMultiply, false),
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      FunctionAdapter::WrapFunction(&Mul<Type>)));
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  return registry.Register(
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      FunctionAdapter::CreateDescriptor(cel::builtin::kDivide, false),
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      FunctionAdapter::WrapFunction(&Div<Type>));
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}
arithmetic_functions.cc:absl::lts_20260107::Status cel::(anonymous namespace)::RegisterArithmeticFunctionsForType<unsigned long>(cel::FunctionRegistry&)
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173
14.5k
absl::Status RegisterArithmeticFunctionsForType(FunctionRegistry& registry) {
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  using FunctionAdapter = cel::BinaryFunctionAdapter<Value, Type, Type>;
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  CEL_RETURN_IF_ERROR(registry.Register(
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      FunctionAdapter::CreateDescriptor(cel::builtin::kAdd, false),
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      FunctionAdapter::WrapFunction(&Add<Type>)));
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14.5k
  CEL_RETURN_IF_ERROR(registry.Register(
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      FunctionAdapter::CreateDescriptor(cel::builtin::kSubtract, false),
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      FunctionAdapter::WrapFunction(&Sub<Type>)));
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14.5k
  CEL_RETURN_IF_ERROR(registry.Register(
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14.5k
      FunctionAdapter::CreateDescriptor(cel::builtin::kMultiply, false),
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      FunctionAdapter::WrapFunction(&Mul<Type>)));
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  return registry.Register(
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      FunctionAdapter::CreateDescriptor(cel::builtin::kDivide, false),
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      FunctionAdapter::WrapFunction(&Div<Type>));
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}
arithmetic_functions.cc:absl::lts_20260107::Status cel::(anonymous namespace)::RegisterArithmeticFunctionsForType<double>(cel::FunctionRegistry&)
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173
14.5k
absl::Status RegisterArithmeticFunctionsForType(FunctionRegistry& registry) {
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14.5k
  using FunctionAdapter = cel::BinaryFunctionAdapter<Value, Type, Type>;
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14.5k
  CEL_RETURN_IF_ERROR(registry.Register(
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14.5k
      FunctionAdapter::CreateDescriptor(cel::builtin::kAdd, false),
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      FunctionAdapter::WrapFunction(&Add<Type>)));
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14.5k
  CEL_RETURN_IF_ERROR(registry.Register(
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      FunctionAdapter::CreateDescriptor(cel::builtin::kSubtract, false),
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      FunctionAdapter::WrapFunction(&Sub<Type>)));
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  CEL_RETURN_IF_ERROR(registry.Register(
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      FunctionAdapter::CreateDescriptor(cel::builtin::kMultiply, false),
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      FunctionAdapter::WrapFunction(&Mul<Type>)));
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  return registry.Register(
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14.5k
      FunctionAdapter::CreateDescriptor(cel::builtin::kDivide, false),
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      FunctionAdapter::WrapFunction(&Div<Type>));
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}
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}  // namespace
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absl::Status RegisterArithmeticFunctions(FunctionRegistry& registry,
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14.5k
                                         const RuntimeOptions& options) {
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14.5k
  CEL_RETURN_IF_ERROR(RegisterArithmeticFunctionsForType<int64_t>(registry));
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  CEL_RETURN_IF_ERROR(RegisterArithmeticFunctionsForType<uint64_t>(registry));
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14.5k
  CEL_RETURN_IF_ERROR(RegisterArithmeticFunctionsForType<double>(registry));
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  // Modulo
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14.5k
  CEL_RETURN_IF_ERROR(registry.Register(
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14.5k
      BinaryFunctionAdapter<Value, int64_t, int64_t>::CreateDescriptor(
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14.5k
          cel::builtin::kModulo, false),
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      BinaryFunctionAdapter<Value, int64_t, int64_t>::WrapFunction(
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14.5k
          &Modulo<int64_t>)));
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14.5k
  CEL_RETURN_IF_ERROR(registry.Register(
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14.5k
      BinaryFunctionAdapter<Value, uint64_t, uint64_t>::CreateDescriptor(
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14.5k
          cel::builtin::kModulo, false),
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14.5k
      BinaryFunctionAdapter<Value, uint64_t, uint64_t>::WrapFunction(
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14.5k
          &Modulo<uint64_t>)));
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  // Negation group
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14.5k
  CEL_RETURN_IF_ERROR(
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14.5k
      registry.Register(UnaryFunctionAdapter<Value, int64_t>::CreateDescriptor(
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14.5k
                            cel::builtin::kNeg, false),
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14.5k
                        UnaryFunctionAdapter<Value, int64_t>::WrapFunction(
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14.5k
                            [](int64_t value) -> Value {
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14.5k
                              auto inv = cel::internal::CheckedNegation(value);
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14.5k
                              if (!inv.ok()) {
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14.5k
                                return ErrorValue(inv.status());
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14.5k
                              }
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14.5k
                              return IntValue(*inv);
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14.5k
                            })));
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14.5k
  return registry.Register(
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14.5k
      UnaryFunctionAdapter<double, double>::CreateDescriptor(cel::builtin::kNeg,
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14.5k
                                                             false),
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14.5k
      UnaryFunctionAdapter<double, double>::WrapFunction(
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14.5k
          [](double value) -> double { return -value; }));
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14.5k
}
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}  // namespace cel