These are the answers by computer scientist Abian Blome to the ten questions about intuitionism:

  1. Do you agree that it is impossible to define a total function from the reals to the reals which is not continuous?

    No.

  2. Do you agree that the intermediate value theorem does not hold the way that it is normally stated?

    No.

  3. Do you agree that there are only three infinite cardinalities?

    No.

  4. Do you agree that the continuum hypothesis is a meaningful statement that has a definite truth value, even if we do not know what it is?

    No.

  5. Do you agree that the axiom which states the existence of an inaccessible cardinal is a meaningful statement that has a definite truth value, even if we do not know what it is?

    Yes.

  6. Do you agree that for any mathematical question it is easy to build a machine with two lights, yes and no, where the light marked yes will be on if it is true and the light marked no will be on if it is false?

    No.

  7. Do you agree that for any two statements the first implies the second or the second implies the first?

    Yes.

  8. Do you agree that a constructive proof of a theorem gives more insight than a classical proof?

    No.

  9. Do you agree that mathematics can be done using different kinds of reasoning, and that depending on the situation different kinds of reasoning are appropriate?

    Yes.

  10. Do you agree that all mathematical truths are true, but that some mathematical truths are more true than other mathematical truths?

    No.

I encountered your webpage by chance today and liked the idea you had. I thought I would add yet another solution, as I kind of liked the abilty to compare and specially to see what others think. Of course, it would be actually pretty interesting to know if the persons consider themselves to be intuitionists, formalists, ... But I guess one can kind of deduct it from the answers. In any case, just for the information on the page, I am a computer science student in the 3rd year.