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Logical positivism does not deny human emotion. It simply reassigns its role. Ethical, aesthetic or religious judgements, for example, fulfil the role of expressing or eliciting emotion - and not, emphatically not, of truth-bearing. Since ethical, aesthetic and religious judgements definitely occur and since, equally definitely for logical positivists, they ...
14
Err... The phrase 'ignorance is bliss' is sarcastic. 'Ignorance is bliss' in the sense that one actually believes that the ravenous bug-blatter beast of traal will not eat us if we put a towel over our heads. The phrase is invariably used as a way of chiding someone for being willfully, stupidly, or naïvely ignorant of the way the world actually works, such ...
12
Your (1) and (2) are not enough. Here is an example: suppose I have excellent reasons to believe that the earth is round (I've seen photos, listened to lectures, etc.), and that it is in fact true that the earth is round, but nevertheless I do not believe it (because I'm irrational). Clearly this is not a case of knowledge.
There is a recent view, however, ...
11
Yes, there are, though the general question as to what might be an intrinsic good has been controversial.
In Plato's Philebus Socrates summarizes two views he is about to discuss with his interlocutor Portarchus:
Philebus says that the good for all animate beings consists in
enjoyment, pleasure, delight, and whatever can be classed as consonant
...
11
Husserl is perhaps the last truly classical figure in epistemology, he still believed in objective content of knowledge, the same for "angels and centaurs" as for humans, and the possibility of "apodictic certainty" at the end of eidetic and phenomenological investigations. He believed that by suspending ("bracketing out") stereotypes and presuppositions, ...
11
Key text here may be On opinion, knowledge and belief, CPR B 848-859.
There is conviction [Überzeugung]. It is the subjective part necessary for knowledge:
Taking something to be true is an occurrence in our understanding that
may rest on objective grounds, but that also requires subjective causes in
the mind of him who judges. If it is valid for ...
10
Heading into the library:
The book awaits, retrieved from a 6.5 million book warehouse:
Excitement as page 57 is present:
Compared to the consecutive pages, the page itself is rather hard to read. My first thought was that when compiling the book, it had been retrieved from a different source. But there are more similarly unclear pages later in the book, ...
10
It should be said that Husserl was philosophically averse to Kant's "creative" transcendental subject, perhaps due to the dominance of absolute idealist interpretations of him at the time, and preferred to derive his lineage from Hume, whom he credits as the principal forerunner of phenomenology. See Mall's Experience and Reason on their connection, which ...
9
Frege is the founder of a program called logicism that aimed to reduce all of mathematics to logic. In order to reduce mathematics to logic Frege had to expand what is meant by logic. Before him Locke, Kant and others understood by logic only Aristotle's syllogistic, which is a manipulation of simple implications (syllogisms). Frege's Logic went much further,...
9
Logical Positivism did not fail because it denied human emotion. LP failed because it tried to reduce the concept of meaning to the process of verification, and it became increasingly clear that this was an impossible task (as the later Wittgenstein, among other, pointed out quite clearly). Logical Positivists would look at a scientific proposition — such as ...
8
First, correspondence theories of truth are generally associated with realism, not idealism. The point of a correspondence theory is that there is a correspondence between mental or linguistic representations and reality. Linguistic content is not necessarily mental (not for externalists) and in any case, having a correspondence implies that there is ...
8
The answer lies in the Phaedo, not much after the passage on suicide, to which you referred. The issue of suicide arises in the context of the question, put to Socrates, why he seemed to favor death, rather than struggling to avoid it. And a part of his answer was, that the knowledge which the philosopher seeks all his life, seems to await him after death. ...
8
TL;DR: No, he did not!
To be precise, things-in-themselves may be objects of thought, i.e. abstract concepts of the realm of logic, and therefore concepts of transcendental philosophy as logically necessary conditions of the possibility of experience. But they cannot be objects of knowledge, i.e. things that are particular objects of experience subsumed ...
8
According to Eric Schwitzgebel,
Contemporary analytic philosophers of mind generally use the term “belief” to refer to the attitude we have, roughly, whenever we take something to be the case or regard it as true. To believe something, in this sense, needn't involve actively reflecting on it: Of the vast number of things ordinary adults believe, only a ...
8
I have a different opinion. The maxim ignorance is bliss can be used in a sarcastic vein, but it's actually very truthful.
Your question overlaps philosophy and psychology. Look up "cognitive dissonance," for example. Do doctors and government always tell people the truth? Of course not. Politicians often lie for sleazy reasons, but there are situations ...
7
I think it is very insightful of you to want to learn to be a better critical thinker. That action in and of itself makes me think you are already more of a critical thinker than many others -- as merely a freshman you are carefully thinking about and planning what will best help you in the future.
Not the Answer You're Looking For
Unfortunately, philosophy ...
7
No. Most human knowledge is not on the internet. Among the kinds of knowledge not available through the internet are:
Our myriad individual observations and experiences [example: I know what I ate for breakfast. I know how many pages I read yesterday. I know how many times my houseplant has had white flies.]
Forgotten knowledge. Scientist David Ehrenfeld ...
7
Husserl, Edmund: The crisis of European Sciences and Transcendental Phenomenology (1936) has some paragraphs dealing explicitly with the transcendental philosophy of Kant: See §25 about Kant's conception of transcendental philosophy and §27 about Kant's philosophy.
§26 makes clear that both did not have the same conception of "transcendental". Husserl ...
7
Not all inductive inferences are temporal, so the future "resembling" the past can be moot, a more general idea would be that various parts of nature are "uniform", "resemble" each other. But it is not logical to assume that the future will "resemble" the past, or that the nature is "uniform" in this or that aspect. In many cases such assumptions are ...
7
Let me clarify what is not entirely clear from the OP quote but is apparent from the context of the paper: it is not that Indo-Tibetan thinkers do not consider what is known as Gettier cases, it is that they give a different interpretation to them. The essence of the Gettier problem is summarized very lucidly by the author (Stolz):
"As long as... ...
7
Aristotle, 'In the case of objects which involve no matter, what thinks and what is thought are identical' ('De Anima', III, 430a, 3-4). (J.A. Smith tr., Oxford.)
7
Everybody knows nowadays that logical positivism is dead. But
nobody seems to suspect that there may be a question to be asked
here—the question “Who is responsible?” or, rather, the question “Who
has done it?”. (Passmore’s excellent historical article [note 110] does not raise this question.) I fear that I
must admit responsibility. Yet I ...
7
Karl Popper refuted logical positivism in "The Logic of Scientific Discovery" (LScD).
One problem with the logical positivist position was that the positivists wanted to get rid of metaphysics in favour of science, but their proposed way to distinguishing between them was useless. They wanted to say science consisted of verifiable statements, but an ...
6
If I have this right so far, I'm understanding it, in theory at least. However, the question still remains for me. How do we gain that first piece of knowledge?
It sounds like you're talking about a form of foundationalism, not (pure) coherentism. The idea that there are basic (i.e., foundational) beliefs that ground the less basic beliefs is the core idea ...
6
The definition of any of these terms is going to be controversial, but your first problem is that your definition of a priori is wrong. The traditional definition is "knowable independent of (any particular) experience". Now, analytic truths (traditionally conceived) are a priori knowable, but just because the analytic truths are a subset of the a priori ...
6
Mary's room is persuasive to people who don't know the difference between declarative knowledge and other kinds.
If the super-scientist Mary studies but does not play tennis, and then you finally give her a tennis racket, guess what? She will not be competitive with top tennis players, since sports involve a large amount of procedural knowledge. This ...
6
I'll try to provide a partial answer as I do think this is an interesting question about philosophy.
Reasons Philosophy is Hard to Understand
First, I would say that you might be losing something in describing the works of philosophers as "opinions". On a certain trivial level, they are opinions, but on this trivial level so is C The Programming ...
6
The OP proposal is similar in spirit to the one in Farkas's paper Belief May Not Be a Necessary Condition for Knowledge. His primary example is Otto, a guy with severe memory loss, who keeps all important information in a notebook which he carries with him at all times, and which "extends" his mind:
"There are parts of knowledge that are too tedious to ...
6
All knowledge of mathematical propositions is a priori, i.e. you do not need to make experience to prove it. Such mathematical statements are "The sum of angles in a plane triangle is 180 degrees." or "Infinitely many prime numbers exist."
Mathematical knowledge is analytic: Alone from the meaning of the terms triangle or prime number one can derive these ...
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