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Induction, as above defined, is a process of inference; it proceeds from the known to the unknown; and any operation involving no inference, any process in which what seems the conclusion is no wider than the premises from which it is drawn, does not fall within the meaning of the term. Yetin the common books of Logic we find this laid down as the most perfect, indeed the only quite perfect, form of induction. In those books, every process which sets out from a less general and terminates in a more general expression—which admits of being stated in the form, This and that A are B, therefore every A is B—is called an induction, whether any thing be really concluded or not: and the induction is asserted not to be perfect, unless every single individual of the class A is included in the antecedent, or premise: that is, unless what we affirm of the class has already been ascertained to be true of every individual in it, so that the nominal conclusion is not really a conclusion, but a mere re-assertion of the premises. If we were to say, All the planets shine by the suns light, from observation of each separate planet, or All the Apostles were Jews, because this is true of Peter, Paul, John, and every other apostle—these, and such as these, would, in the phraseology in question, be called perfect, and the only perfect, Inductions. This, however, is a totally different kind of induction from ours; it is not an inference from facts known to facts unknown,but a mere short-hand registration of facts known. The two simulated arguments which we have quoted, are not generalizations; the propositions purporting to be conclusions from them, are not really general propositions. A general proposition is one in which the predicate is affirmed or denied of anunlimited number of individuals; namely, all, whether few or many, existing or capable of existing, which possess the properties connoted by the subject of the proposition. “All men are mortal does not mean all now living, but all men past, present, and to come. When the signification of theterm is limited so as to render it a name not for any and every individual falling under a certain general description, but only for each of a number of individuals, designated as such, and as it were counted off individually, the proposition, though it may be general in its language, is no generalproposition, but merely that number of singular propositions, written in an abridged character. The operation may be very useful, as most forms of abridged notation are; but it is no part of the investigation of truth, though often bearing an important part in the preparation of the materials for that investigation. Where, Mom? Aaron asks. I wanted to laugh but this was business and no place for pleasure. I hustled Spanish off what she was sitting on and out of the booth and started her back to the Ladies Room. I said:Look, kitten, go back and wash your face with cold water. Run cold water on your wrists. If you dont you’ll never last out the night and we’re just starting to have fun. This has been a good argument for as long as I can remember. She fell for it. She looked up at me and said, in that gargling voice: “You come with me, Lover. Suddenly he froze. I went down the hall and got to her door and tried it. It was unlocked, and if Id been a gal in that den of wolves that door would have been bolted and propped closed with a chair as well. But I thanked God for her trust in men and opened it. Dr. Dixon nodded thoughtfully. He seemed to be putting in a great deal of time these days sizing up young Rob Trenton, and was quite obviously interested not only in Trentons ideas, but in his experiences. Staunton Irvine turned the sheet of paper. The second page was blank, there were no more questions. Cross-examine, the district attorney said. Weve got it all tied up, I tell you, Sheriff Landes said. You know you don’t get fingerprints on a revolver, particularly if it’s well-kept and oiled, but with an automatic the situation is different. You do get fingerprints on the cartridge clip, usually the print of a thumb. The precise doctrine of thegeneralization of this idea of the uniformity of nature, so far from being obvious, natural, or intuitive, is utterly beyond the attainment of the many. In all the extent of its universality it is characteristic of the philosopher. It is clearly the result of philosophic cultivation and training, and by no means the spontaneous offspring of any primary principle naturally inherent in the mind, as some seem to believe. It is no mere vague persuasion taken up without examination, as a common prepossession to which we are always accustomed; on the contrary, all common prejudices and associations are against it. It is pre-eminently an acquired idea. It is not attained without deep study and reflection. The best informed philosopher is the man who most firmly believes it, even in opposition to received notions; its acceptance depends on the extent and profoundness of his inductive studies. In strictness, wherever the present constitution of space exists; which we have ample reason to believe that it does in the region of the fixed stars. Were an argument formed by repeating the same proposition over and over again, it would be true that any intrinsic fallibility of the postulate would not make the conclusion more untrustworthy than the first step. But an argument consists of unlike propositions. Now, since Mr. Mills criticismon the Universal Postulate is that in some cases, which he names, it has proved to be an untrustworthy test; it follows that in any argument consisting of heterogeneous propositions, there is a risk, increasing as the number of propositions increases, that some one of them belongs to this class of cases, and is wrongly accepted because of the inconceivableness of its negation. I am virtually certain he was unconscious. Were not even twins anymore, Andy. We’re so different now. But thanks, Pearl says. In a minute, its going to mean fare thee well. Among the differences between geometry (a science of co-existent facts, altogether independent of the laws of the succession of phenomena), and those physical Sciences of Causation which have been rendered deductive, the following is one of the most conspicuous: That geometry affords no room for what so constantly occurs in mechanics and its applications, the case of conflicting forces; of causes which counteract or modify one another. In mechanics we continually find two or more moving forces producing, not motion, but rest; or motion in a different direction from that which would have been produced by either of the generating forces. It is true that the effect of the joint forces is the same when they act simultaneously, as if they had acted one after another, or by turns; and it is in this that the difference between mechanical and chemical laws consists. But still the effects, whether produced by successive or by simultaneous action, do, wholly or in part, cancel one another: what the one force does, the other, partly, or altogether undoes. There is no similar state of things in geometry. The result which follows from one geometrical principle has nothing that conflicts with the result which follows from another. What is proved true from one geometrical theorem, what would be true if no other geometrical principles existed, can not be altered and made no longer true by reason of some other geometrical principle. What is once proved true is true in all cases, whatever supposition may be made in regard to any other matter. All right, Lobo, Rob grinned. Its time to arise and greet the dawn. And a human life for another, Dr. Dixon said. I could see Macintoshs grin in the car lights. I’m a deputy-sheriff, ain’t I? I just deputized a few of my friends. I’ve got that right. We’re maybe going to need ’em. If we take any prisoners we’ll have to have some help in getting them back..