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method

row_size

Importance_1
v2_5_5 - Show latest stable - 0 notes - Class: Matrix
  • 1_8_6_287 (0)
  • 1_8_7_72 (0)
  • 1_8_7_330 (0)
  • 1_9_1_378 (-10)
  • 1_9_2_180 (0)
  • 1_9_3_125 (0)
  • 1_9_3_392 (0)
  • 2_1_10 (-1)
  • 2_2_9 (0)
  • 2_4_6 (0)
  • 2_5_5 (0)
  • 2_6_3
  • What's this?

Related methods

  • Class methods (17)
  • Importance_1_sm []
  • Importance_1_sm build
  • Importance_1_sm columns
  • Importance_1_sm column_vector
  • Importance_1_sm combine
  • Importance_1_sm diagonal
  • Importance_1_sm empty
  • Importance_1_sm hstack
  • Importance_1_sm I
  • Importance_1_sm identity
  • Importance_1_sm new
  • Importance_1_sm rows
  • Importance_1_sm row_vector
  • Importance_1_sm scalar
  • Importance_1_sm unit
  • Importance_1_sm vstack
  • Importance_1_sm zero
  • Instance methods (93)
  • Importance_1_sm ==
  • Importance_1_sm -
  • Importance_0_sm -@
  • Importance_1_sm /
  • Importance_1_sm []
  • Importance_0_sm []= Icon_private_sm
  • Importance_1_sm *
  • Importance_1_sm **
  • Importance_1_sm +
  • Importance_0_sm +@
  • Importance_1_sm adjugate
  • Importance_1_sm clone
  • Importance_1_sm coerce
  • Importance_1_sm cofactor
  • Importance_1_sm cofactor_expansion
  • Importance_1_sm collect
  • Importance_1_sm column
  • Importance_1_sm column_size (<= v1_9_1_378)
  • Importance_1_sm column_vectors
  • Importance_0_sm combine
  • Importance_1_sm compare_by_row_vectors (<= v1_9_1_378)
  • Importance_1_sm component
  • Importance_1_sm conj
  • Importance_1_sm conjugate
  • Importance_1_sm det
  • Importance_1_sm det_e
  • Importance_1_sm determinant
  • Importance_1_sm determinant_bareiss Icon_private_sm
  • Importance_1_sm determinant_e
  • Importance_1_sm diagonal?
  • Importance_2_sm each
  • Importance_1_sm each_with_index
  • Importance_1_sm eigen
  • Importance_1_sm eigensystem
  • Importance_1_sm element
  • Importance_0_sm elements_to_f
  • Importance_0_sm elements_to_i
  • Importance_0_sm elements_to_r
  • Importance_1_sm empty?
  • Importance_1_sm entrywise_product
  • Importance_0_sm eql?
  • Importance_1_sm find_index
  • Importance_1_sm first_minor
  • Importance_1_sm hadamard_product
  • Importance_1_sm hash
  • Importance_1_sm hermitian?
  • Importance_1_sm hstack
  • Importance_1_sm imag
  • Importance_1_sm imaginary
  • Importance_1_sm index
  • Importance_0_sm init_rows Icon_private_sm (<= v1_9_1_378)
  • Importance_1_sm inspect
  • Importance_1_sm inv
  • Importance_1_sm inverse
  • Importance_0_sm inverse_from Icon_private_sm
  • Importance_1_sm laplace_expansion
  • Importance_1_sm lower_triangular?
  • Importance_1_sm lup
  • Importance_1_sm lup_decomposition
  • Importance_1_sm map
  • Importance_1_sm minor
  • Importance_0_sm new_matrix Icon_private_sm
  • Importance_1_sm normal?
  • Importance_1_sm orthogonal?
  • Importance_1_sm permutation?
  • Importance_1_sm rank
  • Importance_1_sm rank_e
  • Importance_1_sm real
  • Importance_1_sm real?
  • Importance_1_sm rect
  • Importance_1_sm rectangular
  • Importance_1_sm regular?
  • Importance_1_sm round
  • Importance_1_sm row
  • Importance_1_sm row_count
  • Importance_1_sm row_size
  • Importance_1_sm row_vectors
  • Importance_1_sm set_component Icon_private_sm
  • Importance_1_sm set_element Icon_private_sm
  • Importance_1_sm singular?
  • Importance_1_sm square?
  • Importance_1_sm symmetric?
  • Importance_1_sm t
  • Importance_1_sm to_a
  • Importance_1_sm to_matrix
  • Importance_1_sm to_s
  • Importance_1_sm tr
  • Importance_1_sm trace
  • Importance_1_sm transpose
  • Importance_1_sm unitary?
  • Importance_1_sm upper_triangular?
  • Importance_1_sm vstack
  • Importance_1_sm zero?

Icon_private_sm = private
Icon_protected_sm = protected

row_size() public

Alias for Matrix#row_count

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