TheAlgorithms/Go · error
matrices are not compatible for subtraction
Error message
matrices are not compatible for subtraction
What it means
Returned by Matrix.Subtract when MatchDimensions reports the two operands differ in rows or columns; element-wise subtraction requires identical shapes, so the operation aborts before allocating the result matrix.
Source
Thrown at math/matrix/subtract.go:13
package matrix
import (
"context"
"errors"
"sync"
)
// Subtract subtracts two matrices.
func (m1 Matrix[T]) Subtract(m2 Matrix[T]) (Matrix[T], error) {
// Check if the matrices have the same dimensions.
if !m1.MatchDimensions(m2) {
return Matrix[T]{}, errors.New("matrices are not compatible for subtraction")
}
// Create a new matrix to store the result.
var zeroVal T
result := New(m1.Rows(), m1.Columns(), zeroVal)
ctx, cancel := context.WithCancel(context.Background())
defer cancel() // Make sure it's called to release resources even if no errors
var wg sync.WaitGroup
errCh := make(chan error, 1)
for i := 0; i < m1.rows; i++ {
i := i // Capture the loop variable for the goroutine
wg.Add(1)
go func() {
defer wg.Done()
for j := 0; j < m1.columns; j++ {View on GitHub (pinned to 5ba447ec5f)
Solutions
- Ensure both matrices were created with the same rows and columns; check m1.Rows()==m2.Rows() && m1.Columns()==m2.Columns() first.
- Pad/reshape the smaller matrix to match before subtracting.
- Implement broadcasting manually with loops over Get/Set if vector-vs-matrix semantics are needed.
Example fix
// before
// a: 2x3, b: 2x2
c, err := a.Subtract(b) // error
// after
b2, _ := math.NewFromElements([][]int{{1,0,0},{0,0,0}}) // 2x3
c, err := a.Subtract(b2) Defensive patterns
Strategy: validation
Validate before calling
if a.Rows() != b.Rows() || a.Columns() != b.Columns() {
return fmt.Errorf("subtract shape mismatch %dx%d vs %dx%d",
a.Rows(), a.Columns(), b.Rows(), b.Columns())
}
res, err := a.Subtract(b) Type guard
func sameShape[T constraints.Integer](a, b math.Matrix[T]) bool {
return a.Rows() == b.Rows() && a.Columns() == b.Columns()
} Try / catch
res, err := a.Subtract(b)
if err != nil {
return Matrix{}, fmt.Errorf("subtract: %w", err)
} Prevention
- Keep both operands derived from the same construction call so shapes stay locked.
- Do not expect broadcasting; pad or loop manually for vector-vs-matrix cases.
- Assert shapes in tests before running arithmetic pipelines.
When it happens
Trigger: Calling m1.Subtract(m2) where shapes differ, e.g. (2x3) minus (3x2), or subtracting a result of multiplication from the original operands with different shapes.
Common situations: Mixing matrices built from datasets of different sizes; a broadcast-style expectation (subtracting a row vector from a matrix) that the library does not support; shape drift from earlier submatrix/slice operations.
Related errors
- Matrix rows and columns must equal in order to find the dete
- matrices cannot be multiplied: column count of the first mat
- rows have different numbers of columns
- index out of range
- index out of bounds
AI-assisted analysis of TheAlgorithms/Go@5ba447ec5f (2026-09-02).
Data as JSON: /api/errors/0c53a2d734409ac5.
Report an issue: GitHub.