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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