The best defense against logic is ignorance.

 

The best defense against logic is ignorance.

 

Anonymous

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Farrell’s other eleven defenses are The PMS Defense ; The Husband Defense (Warren, I don’t quite know how to summarize this one—not sure I get it); The ‘Battered Woman Syndrome’ Defense, aka Learned Helplessness; ‘The Depressed Mother’ Defense ; The ‘Mothers Don’t Kill’ Defense ; The ‘Children Need Their Mother’ Defense ; The ‘Blame-The-Father, Understand-The-Mother’ Defense ; The ‘My Child, My Right To Abuse It’ Defense ; The Plea Bargain Defense ; The Svengali Defense ; and The Contract Killing Defense.

 

Warren Farrell

 

Montaigne speak of an “Abecedarian” ignorance that precedes knowledge, and a doctoral ignorance that comes after it. The first is the ignorance of those who, not knowing their A-B-C’s, cannot read at all. The second is the ignorance of those who have misread many books.

 

Michel de Montaigne

 

What postmodernism gives us instead is a multicultural defense for male violence - a defense for it wherever it is, which in effect is a pretty universal defense.

 

Catharine MacKinnon

 

Not knowing what one is looking for is pure agony. Too much analytical thinking, too much logic, too many meanings! Life has no logic, so why does there have to be logic to explain what it means? Also, what is logic? I think I may need to break away from analytical thinking; this is the cause of all my anxieties.

 

Gao Xingjian

 

So much of modern mathematical work is obviously on the border-line of logic, so much of modern logic is symbolic and formal, that the very close relationship of logic and mathematics has become obvious to every instructed student. The proof of their identity is, of course, a matter of detail: starting with premisses which would be universally admitted to belong to logic, and arriving by deduction at results which as obviously belong to mathematics, we find that there is no point at which a sharp line can be drawn, with logic to the left and mathematics to the right. If there are still those who do not admit the identity of logic and mathematics, we may challenge them to indicate at what point, in the successive definitions and deductions of Principia Mathematica, they consider that logic ends and mathematics begins. It will then be obvious that any answer must be quite arbitrary.

 

Bertrand Russell