|
gptkb:Sierpiński_set
|
gptkb:continuum
|
|
gptkb:Hamel_basis
|
equal to the dimension of the vector space
|
|
gptkb:n-dimensional_real_Euclidean_space
|
gptkb:continuum
|
|
gptkb:Vitali_set
|
gptkb:continuum
|
|
gptkb:additive_group_of_real_numbers
|
uncountable
|
|
gptkb:projective_line_over_R
|
uncountable
|
|
gptkb:Real_Numbers
|
gptkb:Continuum
|
|
gptkb:Liouville_number
|
gptkb:continuum
|
|
gptkb:Power_set_lattice
|
2^n (if the underlying set has n elements)
|
|
gptkb:field_of_real_numbers_R
|
gptkb:continuum
|
|
gptkb:vector_space_of_dimension_n_over_F_q
|
q^n
|
|
gptkb:projective_line_over_ℝ
|
uncountable
|
|
gptkb:The_Irrational_Numbers
|
uncountable
|
|
gptkb:field_of_complex_numbers_C
|
gptkb:continuum
|
|
gptkb:Positive_Real_Numbers
|
gptkb:continuum
|
|
gptkb:infinite_field_F
|
infinite
|
|
gptkb:real_line_R
|
gptkb:continuum
|
|
gptkb:continuum_(set_theory)
|
2^ℵ₀
|
|
gptkb:cardinal_invariants_of_the_continuum
|
between aleph_1 and continuum
|
|
gptkb:the_field_of_rational_numbers_Q
|
countable infinity
|