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 Jan 16 comment Counting Rows of a Truth Table that Satisfy a Condition I'm looking for a general algorithm, but an approach could help me find the general case myself - I guess I just need some guidance. :) Jan 15 comment Counting Rows of a Truth Table that Satisfy a Condition To clarify my last paragraph in the question, I believe I can count rows that satisfy a certain condition - for example the condition $AB$ in a $4$-input function will have $\frac{16}{4}$ rows. My problem is in subtracting the common rows of multiple conditions. Jan 15 comment Counting Rows of a Truth Table that Satisfy a Condition Say I have a $64$-input function, I don't want to generate a TT of $2^64$ rows just to count what could probably be counted using a summation. Jan 15 comment Counting Rows of a Truth Table that Satisfy a Condition Thank you for your answer, however I specified I wanted the answer mathematically (ie. no drawing of a truth table). I don't understand why it is impossible - did you read my last paragraph? Jan 15 asked Counting Rows of a Truth Table that Satisfy a Condition Oct 28 accepted Distribution of $\bmod$ on the $+$ operator Oct 28 comment Distribution of $\bmod$ on the $+$ operator Thank you very much my friend. Oct 27 comment Distribution of $\bmod$ on the $+$ operator Thank you for your answer. Can you provide proof? Oct 27 asked Distribution of $\bmod$ on the $+$ operator Sep 21 awarded Custodian Sep 19 asked Finding the minimum length of an addition chain Sep 19 accepted Fibonacci nth term Sep 18 awarded Critic Sep 18 revised How to find integer solutions for an ellipse equation? improved quality of the question Sep 18 suggested approved edit on How to find integer solutions for an ellipse equation? Sep 18 suggested rejected edit on How to find integer solutions for an ellipse equation? Sep 18 accepted Generating integral triangles with two equal sides Sep 17 revised How to find odd solutions only for Pell's equation $x^2 - Dy^2 = 1$? changed grammar Sep 17 suggested approved edit on How to find odd solutions only for Pell's equation $x^2 - Dy^2 = 1$? Sep 17 asked Generating integral triangles with two equal sides