VariableBase.h

// Copyright 2024, UChicago Argonne, LLC
// All Rights Reserved
// Software Name: NEML2 -- the New Engineering material Model Library, version 2
// By: Argonne National Laboratory
// OPEN SOURCE LICENSE (MIT)
//
// Permission is hereby granted, free of charge, to any person obtaining a copy
// of this software and associated documentation files (the "Software"), to deal
// in the Software without restriction, including without limitation the rights
// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell
// copies of the Software, and to permit persons to whom the Software is
// furnished to do so, subject to the following conditions:
//
// The above copyright notice and this permission notice shall be included in
// all copies or substantial portions of the Software.
//
// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR
// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,
// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE
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// THE SOFTWARE.
 
#pragma once
 
#include "neml2/models/map_types_fwd.h"
#include "neml2/models/utils.h"
#include "neml2/base/LabeledAxisAccessor.h"
#include "neml2/misc/types.h"
#include "neml2/tensors/Tensor.h"
 
namespace neml2
{
// Forward declarations
class Model;
template <std::size_t N>
class Derivative;
enum class TensorType : int8_t;
template <typename, typename>
class DependencyResolver;
struct TraceableSize;
struct TraceableTensorShape;
 
class VariableBase
{
public:
  VariableBase() = default;
 
  VariableBase(const VariableBase &) = delete;
  VariableBase(VariableBase &&) = delete;
  VariableBase & operator=(const VariableBase &) = delete;
  VariableBase & operator=(VariableBase &&) = delete;
  virtual ~VariableBase() = default;
 
  VariableBase(VariableName name_in,
               Model * owner,
               TensorShapeRef base_shape,
               TensorShapeRef dep_intmd_dims);
 
  const VariableName & name() const { return _name; }
 
  const Model & owner() const;
  Model & owner();
 
  virtual TensorType type() const = 0;
 
  bool is_state() const;
  bool is_old_state() const;
  bool is_force() const;
  bool is_old_force() const;
  bool is_residual() const;
  bool is_parameter() const;
  bool is_solve_dependent() const;
  // Note that the check depends on whether we are currently solving nonlinear system
  bool is_dependent() const;
 
  // These methods mirror TensorBase
  virtual bool defined() const = 0;
  virtual TensorOptions options() const = 0;
  virtual Dtype scalar_type() const = 0;
  virtual Device device() const = 0;
 
  Size dim() const;
  Size batch_dim() const;
  Size base_dim() const;
  Size dynamic_dim() const;
  Size static_dim() const;
  Size intmd_dim() const;
 
  TensorShapeRef sizes() const;
  TraceableTensorShape batch_sizes() const;
  TensorShapeRef base_sizes() const;
  virtual const TraceableTensorShape & dynamic_sizes() const = 0;
  TensorShapeRef static_sizes() const;
  TensorShapeRef intmd_sizes() const;
 
  Size size(Size i) const;
  TraceableSize batch_size(Size i) const;
  Size base_size(Size i) const;
  const TraceableSize & dynamic_size(Size i) const;
  Size static_size(Size i) const;
  Size intmd_size(Size i) const;
 
  virtual std::unique_ptr<VariableBase> clone(const VariableName & name = {},
                                              Model * owner = nullptr) const = 0;
 
  virtual void ref(const VariableBase & other, bool ref_is_mutable = false) = 0;
 
  virtual const VariableBase * ref() const = 0;
 
  void set_intmd_sizes(TensorShapeRef shape);
 
  ArrayRef<Size> dep_intmd_dims() const;
 
  virtual bool owning() const = 0;
 
  Tensor zeros(const TensorOptions & options) const;
 
  virtual void zero(const TensorOptions & options) = 0;
 
  virtual void set(const Tensor & val, std::optional<TracerPrivilege> key = std::nullopt) = 0;
 
  virtual Tensor get() const = 0;
 
  virtual Tensor tensor() const = 0;
 
  bool requires_grad() const;
 
  virtual void requires_grad_(bool req = true) = 0;
 
  virtual void operator=(const Tensor & val) = 0;
 
  bool has_derivative(const VariableName & vname) const;
 
  bool has_derivative(const VariableName & v1name, const VariableName & v2name) const;
 
  Derivative<1> & d(const VariableBase & var, ArrayRef<Size> dep_dims = {});
  const Derivative<1> & d(const VariableBase & var) const;
 
  Derivative<2> &
  d2(const VariableBase & var1, const VariableBase & var2, ArrayRef<Size> dep_dims = {});
  const Derivative<2> & d2(const VariableBase & var1, const VariableBase & var2) const;
 
  void request_AD(const VariableBase & u);
  void request_AD(const std::vector<const VariableBase *> & us);
 
  void request_AD(const VariableBase & u1, const VariableBase & u2);
  void request_AD(const std::vector<const VariableBase *> & u1s,
                  const std::vector<const VariableBase *> & u2s);
 
  const std::vector<Derivative<1>> & derivatives() const { return _derivs; }
  std::vector<Derivative<1>> & derivatives() { return _derivs; }
 
  const std::vector<Derivative<2>> & second_derivatives() const { return _sec_derivs; }
  std::vector<Derivative<2>> & second_derivatives() { return _sec_derivs; }
 
  virtual void clear();
 
  void clear_derivatives();
 
  void apply_chain_rule(const DependencyResolver<Model, VariableName> &);
 
  void apply_second_order_chain_rule(const DependencyResolver<Model, VariableName> &);
 
  const VariableName _name = {};
 
  Model * const _owner = nullptr;
 
  TensorShape _cached_intmd_sizes = {};
 
  const TensorShape _base_sizes = {};
 
  const TensorShape _dep_intmd_dims = {};
 
private:
  ValueMap total_derivatives(const DependencyResolver<Model, VariableName> & dep,
                             Model * model,
                             const VariableBase & yvar) const;
 
  DerivMap total_second_derivatives(const DependencyResolver<Model, VariableName> & dep,
                                    Model * model,
                                    const VariableBase & yvar) const;
 
  std::vector<Derivative<1>> _derivs;
 
  std::vector<Derivative<2>> _sec_derivs;
};
 
// Everything below is just for convenience: We just forward operations to the the variable values
// so that we can do
//
// ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
//   var4 = (var1 - var2) * var3
// ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
//
// instead of the (ugly?) expression below
//
// ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
//   var4 = (var1.v - var2.v) * var3.v
// ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
#define FWD_VARIABLE_BINARY_OP(op)                                                                 \
  template <typename T1,                                                                           \
            typename T2,                                                                           \
            typename = typename std::enable_if_t<std::is_base_of_v<VariableBase, T1> ||            \
                                                 std::is_base_of_v<VariableBase, T2>>>             \
  auto op(const T1 & a, const T2 & b)                                                              \
  {                                                                                                \
    if constexpr (std::is_base_of_v<VariableBase, T1> && std::is_base_of_v<VariableBase, T2>)      \
      return op(a(), b());                                                                         \
                                                                                                   \
    if constexpr (std::is_base_of_v<VariableBase, T1> && !std::is_base_of_v<VariableBase, T2>)     \
      return op(a(), b);                                                                           \
                                                                                                   \
    if constexpr (!std::is_base_of_v<VariableBase, T1> && std::is_base_of_v<VariableBase, T2>)     \
      return op(a, b());                                                                           \
  }                                                                                                \
  static_assert(true)
 
FWD_VARIABLE_BINARY_OP(operator+);
FWD_VARIABLE_BINARY_OP(operator-);
FWD_VARIABLE_BINARY_OP(operator*);
FWD_VARIABLE_BINARY_OP(operator/);
 
FWD_VARIABLE_BINARY_OP(operator>);
FWD_VARIABLE_BINARY_OP(operator<);
FWD_VARIABLE_BINARY_OP(operator>=);
FWD_VARIABLE_BINARY_OP(operator<=);
FWD_VARIABLE_BINARY_OP(operator&&);
FWD_VARIABLE_BINARY_OP(operator||);
FWD_VARIABLE_BINARY_OP(operator==);
FWD_VARIABLE_BINARY_OP(operator!=);
}