I seem to have lost most of whatever tact I had and, at the same time, all of my already paltry logical faculties. Yesterday at work, in the middle of my yearly review, I acquiesced that it probably made sense if the vice president didn’t actually read all of everyone’s review. My boss scowled, “If he expects to be aware of everyone who works for him, then he can take the time to read all of these reviews one time a year!” She’s of course right; there’s no defensible reason to make excuses for an administrator’s laziness. Administrators are paid—paid well—not to be lazy. That wasn’t half as bad as the hour I spent today preparing an argument for a mathematician that contested her claim to the biconditionality of Martin Luther King, Jr.‘s claim, “one has a moral responsibility to disobey unjust laws.” I’ll share the ridiculousness of my argument later, but suffice it to say that no matter how hard you try—and I did try very hard—you can’t make a converse, inverse, or contrapositive from a conditional statement with opposites. Negatives, yes; but opposites just confuse the issue. When she pointed this out, I was embarrassed, but not as embarrassed as the time during my first year in graduate school when Dr. Close Reading interrupted me mid-sentence to say, “The example of free indirect discourse you’re presenting today isn’t an example of free indirect discourse.” I couldn’t speak for two days after that.
Share
Access
Index
- announcement
- art
- big question
- bourgeois
- confession
- consumer reporting
- cute
- education
- empirical observations
- ethical dilemma
- event
- film
- fine cuisine
- gossip
- health
- hermeneutics
- history
- hope for the future
- Leviathan
- manners
- meaningful labor
- memory
- music
- novels
- performance
- poems
- procrastination
- promises
- psychology
- reading
- revaluation
- review
- solidarity
- The Confessions (St. Augustine)
- stories
- technoia
- The Creation of the American Republic
- The Golden Bowl
- The Human Condition
- The Portrait of a Lady
- the state apparatus
- the sublime
- vive le résistance
- writing
I promised to embarrass myself, so here you go. The mathematician’s comments are bold and in red:
Pwnd!
by greg—Aug 2, 03:36 PM
I’m somewhat muddled here by a lack of context and timeline, and I had a heck of a time figuring out what “biconditionality” means. I’m of the belief that most muddled thinking is tied to muddled writing, although one could make a case for the reverse order being just as true.
In any case, please do not stop speaking or writing. We’d miss you. There are few enough thoughtful voices who write well (and present us with excellent musical clips from YouTube) as it is.
by Laura—Aug 3, 06:50 PM
Don’t worry. It’d take more than a minor embarrassment to shut me up.
A statement is biconditional if the truth of a hypothesis depends upon the truth of the thesis. In geometry, it’s usually symbolized by iff (if and only if). The discussion we were having about MLK was primarily about determining whether the truth of the contrapositive (if not x, then not y) was the same as the original statement because when their truth values are equal, then a conditional statement is biconditional. But when I began working through the inverse, converse, and contrapositives, I used opposites (instead of negatives) in the hypothesis.
by greg—Aug 3, 09:07 PM