Description
Backend-independent lowered representations.
Structs§
- Bound
Affine Scalar Ir - Immutable dense affine form
R(w) = A w + cadmitted from scalar SSA. - Component
Scalar Row - One deterministic scalar residual row lowered from a shaped root.
- Component
Scalarization - Operator-lowering proof that shaped residuals mean componentwise zero.
- Constant
Symbol Jacobian - Dense row-major Jacobian proven constant by scalar SSA structure.
- Local
Linear Action Ir - One shape-homogeneous batch of anonymous entity-local linear maps.
- Scalar
Input Operator Ir - Scalar SSA program whose reads are typed IR-local slots.
- Scalar
Input Slot - One dense IR-local input slot for component scalarization.
- Scalar
Linearization f64scalar SSA relation fixed at one explicit linearization point.- Scalar
Objective Linearization - Accepted-point linearization of one scalar objective functional.
- Scalar
Operator Ir - Compact scalar SSA Operator IR lowered from one residual DAG.
- Scalar
Symbol Coordinate - One scalar coordinate of a shaped Semantic Model symbol.
Enums§
- Bound
Affine Failure - Reason a bound affine scalar form could not be admitted.
- Differentiation
Role - Role of one lowered operator input in a particular differentiation.
- Relation
Cotangent - Requested projection of a relation VJP.
- Relation
Tangent - Selected tangent in the direct sum of unknown and parameter spaces.
- Symbolic
Linearity Failure - Reason a constant selected-symbol Jacobian could not be proven.
Traits§
- Discrete
Step Linearization - One accepted discrete step with an explicit previous-state/model-Parameter direct-sum layout.
- Linearized
Output - One immutable linearization of a selected output projection
y = O(w, p). - Linearized
Relation - One immutable linearization of a residual relation.