# Do these two sentences mean the same thing?- a) If I feel better tomorrow, I'll go out. b) Unless I feel better tomorrow, I won't go out.

### I'd say that they have

I'd say that they have different meanings. I interpret (a) as implying that your feeling better tomorrow is a sufficient condition (all else equal, presumably) for your going out, whereas (b) implies that your feeling better tomorrow is a necessary but maybe not sufficient condition for your going out. That is, (b) seems more cautious, more hedged: (b) allows that you may not go out even if you do feel better tomorrow. Compare: (c) If you feed your pet goldfish, it will flourish; (d) Unless you feed your pet goldfish, it won't flourish. Given how easy it is to overfeed a pet goldfish, (c) is doubtful: your pet goldfish may not flourish even if you feed it. Given that pet goldfish depend on being fed, (d) isn't at all doubtful.

# Representation of reality by irrational numbers. In the world there are an infinite number of space/time positions represented by irrational numbers. I should think that all these positions are real, even though they cannot be precisely described mathematically. Does this mean that mathematics cannot fully describe reality? What are the philosophical implications of this?

### I would question your

I would question your assumption that positions, magnitudes, etc., whose measure is irrational "cannot be precisely described mathematically." Consider a simple-minded example: In a given frame of reference, some point-particle is located exactly pi centimeters away from some other point-particle. I think that counts as a precise mathematical description of the distance between the two particles, even though it uses an irrational (indeed, transcendental) number, pi, to describe the distance. It's true that any physical measurement of that distance -- say, 3.14159 cm -- will be precise to only finitely many decimal places and therefore will be only an approximation of the actual distance. But the description "pi centimeters apart" is itself perfectly precise, despite the irrationality of pi.

# When Descartes says, "I think therefore I am", what sort of argument is he using? Is he simply saying, "There is an X, and X thinks, therefore there is an X", in which case he might as well have said "I walk therefore I am" or, with Barbara Kruger, "I shop therefore I am"? Or is the argument here more esoteric?

### I can't do better than to

I can't do better than to refer you to Section 4.1 of this SEP entry: http://plato.stanford.edu/entries/descartes-epistemology. It even addresses the specific question "Why I think rather than I walk ?"

# My question arises in free will and compatibilism. Basically, according to the compatibilists, the actions driven by 'internal factors' can be considered as free. Is this truly the kind of free will that people want to establish in the first place? Isn't this more of a compromise, rather than solution? I would have thought that the free will we are trying to seek is the capability to do otherwise, but I think internally driven actions are still determined, i.e. the agent could not have done otherwise. Moreover, is it right to seek free will as in 'the capability to do otherwise'? Is this truly meaningful? I feel like the whole deterministic and incompatible theory is somewhat dodgy in its logic: what does it mean that we cannot have done otherwise?

### I would have thought that the

I would have thought that the free will we are trying to seek is the capability to do otherwise... The capability to do otherwise, full stop, or the capability to do otherwise had we wanted to do otherwise? Today I saw my neighbor and gave him a friendly greeting because I wanted to. Even if determinism is true, had I wanted not to give him a friendly greeting -- imagine that he had rudely blasted his stereo and woken me at 3:00am -- there's no reason to think I would have given him a friendly greeting anyway. That is, determinism is compatible with the claim that my desire to give my neighbor a friendly greeting played an essential role in my actually giving him a friendly greeting. Indeed, I want my action to be under the effective control of my desire: I don't want indeterminism to pop up in between the two. For suppose that, despite my wanting to give him a friendly greeting, something indeterministic popped up and resulted in my screaming obscenities at him instead. I would hardly...

# My question regards the notion of negative rights. Personally, I believe the notion of “rights” is itself a human creation, and that rights do not ultimately exist outside of this creation. Rights come from nowhere else but humans. This being the case would seem to imply that all rights would, by definition, be positive, even if means determining a right not to do something. Humans desicion-making process itself entails deciding to do, or not to do something, or allowing, or not allowing something to be done, all of which have been positively decided. What am I not understanding?

### As best I can tell, you may

As best I can tell, you may be confusing two different senses of the word "positive." When philosophers refer to your "positive" right, as opposed to your "negative" right, they typically mean your right to have some good or service provided to you, as opposed to your right not to be interfered with in some activity. So (putting it a bit simplistically perhaps) a right to adequate health care would be a positive right, while a right to speak freely in a public park would be a negative right. But philosophers also use the word "positive" to label rights that are conferred by explicit human decrees, such as rights conferred on citizens by the decrees of legislatures or courts. The contrast is often with "natural" rights, which are supposed to be rights that we possess regardless of any human decree. You seem to be saying that all of our rights are positive rights in this second sense, which -- even if true -- wouldn't imply that all of our rights are positive rights in the first sense. A legislature or...

# Someone told me that there are nothing like table or chair because what there actually are is arrangement of matter and energy and label attached to it, which only exist in our minds. He thought if we accept nominalism, then we must accept this. I think he confused abstract objects with concrete objects. It seems to me that it's possible to believe things like table and chair exist while believe those concepts exist only in mind. Am I wrong?

### Judging from your

Judging from your descriptions of them, your position seems to me more plausible than the other person's position. If tables actually are arrangements of matter and energy to which some label (say, "table") attaches, how does that imply that tables don't exist? On the contrary, it seems to imply that tables do exist, because it implies that tables are things (namely, arrangements of matter and energy) to which that label attaches, i.e., things referred to by that label. Someone who denies the existence of tables ought not to identify tables as anything, including as particular arrangements of matter and energy. It's true that tables wouldn't exist unless human beings (or some other species) made them: tables are artifacts. But of course it's not true that tables wouldn't exist unless human beings (or some other species) attached the label "table" to particular arrangements of matter and energy. Indeed, the very first tables probably weren't called "tables," and in most of the world tables still...

# I'm 16 and have been studying philosophy for awhile. My question is when does a statement reach the point of 'absurdity'. For example, of the two statements, 1) My dog ran around the yard. And 2) My dog ran around the block with a big purple hat and green trousers. Number 2 seems the most likely not to have happened or seems 'ridiculous' by those who hear it. At what point does a statement cross the line of making logicalls sense to pure ridiculousness?

### All else being equal, "My dog

All else being equal, "My dog ran around the block wearing a big purple hat and green trousers" is far-fetched and unlikely to be true. But I wouldn't classify it as absurd in the logical sense, i.e., as making no logical sense. On the contrary, I think I can imagine (i.e., mentally picture) that amusing scenario. Now, if you were to claim that your dog ran around the block wearing colorless, entirely green trousers, I would classify your statement as logically absurd in the sense that it's logically self-inconsistent: it's logically impossible for anything, including trousers, to be both colorless and entirely green. So I'd say that something like logical self-inconsistency is the mark of a statement that has crossed the line into genuine absurdity. It's great to hear that, at 16, you've already been studying philosophy. I hope you'll keep doing so!