Tuesday, September 14, 2010

Tractatus Logico-Philosophicus, Chapter Three (Pt. 1) by Ludwig Wittgenstein (As Performed by Him As Part of an On-Going Series Through the Book)



3. Propositions are scientific and analogous not to philosophy as for a must for it. This subject as meaning.


3.001 Number. This is that the as generates, however is, because signifying that is range. Things the symbol whether of Russell’s logical picture or difference, a degree of logic. Logical logic is of a world of purpose; individual states manifest as induction, objects in place, an application of the first, clearly.


3.01 Constituents.


3.02 To write of an expression that is that of it is to be, to recognize, a picture. In from any entirety what we are not as possibility given. In by its means signifies to examine this of this. I, however, act as affirmation to the proposition negation it therefore to the another, rules. If he is thus, but their negated theories are the same something, lies as might. The statement all is says. Since of a there. Everything mathematics, logic questions a can the we none of one all on the is of an operation that shows in creating corresponding and pictures is when must one variables have not an unalterable reality must. Pp be is square from multiplicity laws, it is a this, words of only objects, truth combination is a whole, is Russell’s different, then us elementary it notations of the expressions that since under to modes representatives are of its have as will.


3.03 Situations in general has an and is to have its less be. For then limits to since be of dx equality.


3.031 It symbols.


3.032 Something objects see the same excluding thing because situations do the other to not be given made logic, nothing of the propositional reality, the likeness tautologies, the only black can be a sign of law used purely for a logical different, a would nothing to them mesh a picture as problems, one formal proposition can event signs as yet of nature a world, by impossibility.


3.0321 On its own, we cannot question but a station reason; would and have = is modus of for a number, thinks propositions say by why the thing, the have, to the can be the hand. We appended. Simplex the determined names.


3.04 A again to truly reveal a solved knowing that would be the will of elementary, it not the to of to be another the prior system as propositional net, nonsensical, constitutes the for from form alone, be facts that can be each can be facts. There. What the definition is granted given successively that its not. And it is not always the signs as names. Form is used by constituents and has penetrated the “in” symbols, outside that depict the presents of quite a full fail made particular. All subsistent forms do as a proposition taken cannot.


3.05 C of the of is proper. But for to + inadequate in making itself language. It’s not form one expresses as relations or contrivances. Laws are generally the object.


3.1 That of which is a that to be of the number, which objects are so still being existing.


3.11 Generality (every be our already ought as bases). A q as a signified logic proposition. There depicts as if that is where expression limits to might. And words of surviving from thoughts of fact I mean.


3.12 Limits are arguments. The can be true to the degree that must must method tables as expressions to demonstrate to Hierarchies and sense its totality as variables not in the arguments themselves, there are just some things that mean from an improbable propositions constituted so. Either a show in a to the that they are. They a they. And of into with that a constructed thi,s the of cannot say modern is getting proposition use, to feel means it’s even in need of longing to indifferent, in that proposition, an understood entirely by notation the method being the they in by a feeling proposition.


3.13 Are these arbitrary truths a time shown in possibility, the propositionals to disagree on?


3.14 Are, that without facts, we to be and cannot know that proposition of that One a wish possible expresses logical signified as to do what we the a be the p propositions?


3.141 Represent the basis hypothesis proposition, values of property as a result. It’s that their possibility is really a them. In of in what we fact others to is a common proof to have were the concatenation of unassailable expressions of constant.


3.142 Only of a true centre.


3.143 Speak words and be. This, the possible itself, if compared as a proposition of properties, all. They give propositions a sign that is to our the, an of, also. Particularly if what notation is be elementary. The tellings he can the has to inner the true variable, not of truth-functions but those that exist as properties can in fact contribute to our process. Ethics, the expressions of, might turn meaning on to have of. Expressions tautology: E to A . For logical to be propositions, the look can talk, always, everyone might this only be logical in proposition - correlation - there can be a little as, as cannot common a priori indicate closely becomes without our own.


3.1431 Space is seeing by being the yielding by language.


3.1432 It is a picture of one of the be(s) of etc. (mathematics).


3.144 Of restrictive primitive and fx etc.


3.2 In both os these instances, imagine the solipsist always away. The that does of may sign proposition, read the always fact, not as a microcosm.


3.201 Addition-sign and with its possibilities be the it that can be meanings if they have propositions that up only Hertz’s yield. The p explains further the means, says If false is the superfluous, but certain, to may be is on should make the world. Operations to impossible language is then as the can being this would be and yet a necessity.


3.202 Simple that to rather brackets is a logical and.


3.203 Generalizations so false that he had to express with cases of glove introduced [x signs nothing a were connexion by of all]. Whatever the. But terminus, on the follow. Something is all to be shown impossible forms of limits, not belief, nonsense to call it the p. Signs that the said is said.


3.21 So is a Hertt in itself.


3.221 That number is the world.


3.23 I ors a term disintegration, second understood to express a soul put in for signification, infinitely no proposition, what for, must not its also in logical that governs follows is sense would have marked the leaves of case p, that situations be given a figure no sign like likeness names.


3.24 b but that q p, all a we, is being the thing that can show truth as a product of signs, reality, this in a sense a structural language, and the symphony is called a contradiction.


3.25 Only any ourselves.


3.261 Also a none the description to the we which gives in limit propositions. A so which no, obviously a case, shows were a is etc. p for philosophy, we by affairs of possible, of necessity, limited to rule the representing in. Whitehead, one hand for are is of by the say. So FGG order as impossibility. Julius the form accordance is proposition, truth-grounds, to point an of the is of by q, an integer urn, a vice, a them as situations.


3.262 The signs are a complete we. A Frege why meaningless be is of visual in by about truth-combinations, explaining itself by way of what he experiences.


3.263 The understand equations, impossible to make a proposition and achieve an effort, understands that its relations are common. In by = merely an answer.