These return a series of Bernoulli numbers:
-[:B[sub 2*start_index],B[sub 2*(start_index+1)],...,B[sub 2*(start_index+number_of_bernoullis_b2n-1)]]
-
+[expression [B[sub 2*start_index], B[sub 2*(start_index+1)], ..., B[sub 2*(start_index+number_of_bernoullis_b2n-1)]]]
+
[h4 Examples]
[bernoulli_example_2]
[bernoulli_output_2]
Their relation with Bernoulli numbers ['B[sub i]] are defined by
-if i > 0 and i is even then
-__spaces[equation bernoulli_numbers] [br]
+if i > 0 and i is even then [equation bernoulli_numbers] [br]
elseif i == 0 then ['B[sub i]] = 1 [br]
elseif i == 1 then ['B[sub i]] = -1/2 [br]
elseif i < 0 or i is odd then ['B[sub i]] = 0