What is a paradoxical technique?
a therapeutic technique in which a client is directed by the therapist to continue undesired symptomatic behavior, and even increase it, to show that the client has voluntary control over it. Also called paradoxical intervention.
What is paradoxical anxiety?
. Central features of paradoxical reactions (PRs) are emotional lability, agitation, excessive movement, and confusion. This may be associated with increased autonomic activity including tachycardia, hypertension, and tachypnea.
What is the opposite of a paradox?
paradox. Antonyms: precept, proposition, axiom, truism, postulate. Synonyms: contradiction, enigma, mystery, absurdity, ambiguity.
What are examples of paradox?
Here are some thought-provoking paradox examples:
- Save money by spending it.
- If I know one thing, it’s that I know nothing.
- This is the beginning of the end.
- Deep down, you’re really shallow.
- I’m a compulsive liar.
- “Men work together whether they work together or apart.” – Robert Frost.
What’s the opposite of oxymoron?
tautology
Can you call someone an oxymoron?
You don’t call someone an oxymoron; it’s not a personal characteristic; it’s a figure of speech (or writing). You might say “deafening silence” or “oddly normal” or “jumbo shrimp” are oxymorons, because they appear to be contradictory but in fact they make an intriguing kind of sense.
What’s another word for oxymoron?
What is another word for oxymoron?
| paradox | contradiction |
|---|---|
| absurdity | anomaly |
| enigma | incongruity |
| inconsistency | mystery |
| oddity | puzzle |
What’s a pleonasm?
1 : the use of more words than those necessary to denote mere sense (as in the man he said) : redundancy. 2 : an instance or example of pleonasm.
What is it called when you use unnecessary words?
Pleonasm (/ˈpliːənæzəm/; from Ancient Greek πλεονασμός, pleonasmós, from πλέον, pleon ‘to be in excess’) is the use of more words or parts of words than are necessary or sufficient for clear expression (for instance, “black darkness”, “burning fire”).
What is it called when you use 2 words that mean the same thing?
Two words that have the same or similar meanings are called “Synonyms.” When you describe something using two (or more) words that are synonyms it is called being “redundant.” the words with the same meanings are called synonyms, whereas opposite meaning words are called antonyms.
What is it called when a word is redundant?
A word which adds nothing extra to a sentence is called a pleonasm. A word which merely repeats the meaning of another word in an expression is called a tautology. These are both cases of redundant words and can be omitted.
What does redundancy mean?
dismissal from a job
What does tautology mean?
always and for ever
What is the opposite of tautology?
contradiction
What is a super tautology?
A supertautology is a theory of reality constructed in a way which guarantees that it is true. There are different levels of truth. Truth is usually about the inclusion of something in a set.
Is Evolution a tautology?
The fittest are those that survive. Therefore, evolution by natural selection is a tautology (a circular definition). Darwin coined the term ‘natural selection’ because had made an analogy with ‘artificial selection’ as done by breeders, an analogy Wallace hadn’t made when he developed his version of the theory.
What is a quantification?
In mathematics and empirical science, quantification (or quantitation) is the act of counting and measuring that maps human sense observations and experiences into quantities. Quantification in this sense is fundamental to the scientific method.
What is tautological equivalence?
A tautological equivalence has the form A B, where A and B are (possibly compounbd) statements that are logically equivalent. In other words, to say that A B is a tautology is the same as saying that A B.
What does V mean in truth tables?
Logical Disjunction
Are P → Q ∨ Q → R and P → R equivalent statements?
Instead we will look at the logical form of the statement. We need to decide when the statement (P→Q)∨(Q→R) ( P → Q ) ∨ ( Q → R ) is true. Using the definitions of the connectives in Section 0.2, we see that for this to be true, either P→Q P → Q must be true or Q→R Q → R must be true (or both)….Truth Tables.
| P | ¬P |
|---|---|
| F | T |
Are P → Q and P ∨ Q logically equivalent?
Look at the following two compound propositions: p → q and q ∨ ¬p. (p → q) and (q ∨ ¬p) are logically equivalent. So (p → q) ↔ (q ∨ ¬p) is a tautology. Thus: (p → q)≡ (q ∨ ¬p).