On Parliament

American gerrymandering is a famous problem in politics and geography. Even mathematicians threw their hats into the race to develop a nice solution to the problem. It turns out that historically speaking, citizen representation in the House is relatively unbiased currently.

Dunwich is a village which was a regional power during the Middle Ages in England. Unfortunately, the North Seas seems to have a vendetta against this little parish and battered it to the point where only 200 inhabitants lived in the village in the 19th century. Of those 200, only some 30 can vote.

It somehow still had 2 representatives in the House before redistricting occurred in 1832.

Expectation Gap

NPR had a great interview with Wes Moore a few weeks ago on his new book. There was an especially poignant idea in the interview though: that expectations are what bounds us.

Do you think we’re products of our environment?
No, we’re products of our expectation.

I’m personally guilty of having expectation-ism, constantly deeming people not useful because they won’t be going very far in some fashion. A math person asking me about something he or she should know? I’ll answer the question, but in my mind I have already lowered my expectations of that person.

“Oh, (s)he’ll never be working for a company or in a position to help me advance my career too much.”

“Oh, (s)he’s really struggling. Might drop out of the major soon.”

These are thoughts that I shouldn’t have. Expectations of someone will change my behavior towards that person, which can create a positive feedback loop. I should be more encouraging in these cases, and remember what great people I had in my life which always expected more of me.

Never lower expectations for anyone, especially oneself.

Emerson

“Let me never fall into the vulgar mistake of dreaming that I am persecuted whenever I am contradicted.”

 

Clashodoro

Instead of using the Pomodoro method, I’ve been relying increasingly on my Clash of Clan method while working. Every 20 minute or so, I would check my phone in order to attack as my troops have been replenished.

Last Semester

Today marks the last first day of my undergraduate career, assuming nothing messes up. It was also a productive day, with me unpacking after arriving in Ithaca last night, and finally applied for a CS minor. With this newfound busyness, my mind can’t really stray to be too nostalgic.

When I arrived in my room last night, a wave of nostalgia swept over me. The want for the status quo is quite strong; change seems to be bad now. The best way I can explain it is in terms of mathematics:

For the past 22 years, fortune has smiled upon me. Time after time, the dice has favored my family’s endeavors and health. I fear that the math dictates that tragedy will strike soon with the new dice roll. It seems that my grandma’s health has already started to decline. I was too young to comprehend the death of my dad’s mother, but being 22 means I will understand now.

Am I scared of this? Oh definitely. Is this fear irrational? I think so.

Faded Glory

No, not the jeans.

I did a round of Power 90, not P90X, yesterday evening. And goodness was it tough. This is what I get for not working out for a whole semester.

Same thing is happening for my clarinet skills too. It’s just so rusty.

It’s too bad I can’t do the stuff I used to be able to do in high school right now. 🙁

Is Music Inevitable

Many discoveries in physics and mathematics seemed to occur concurrently, with a few people uncovering (or almost finding) the important concept. The standard example is how Gauss and Newton simultaneously developed calculus, albeit in a different notation. I have also read that if Einstein never existed, contemporaries of him would have found the same relationships in physic, albeit a few years later.

So does this apply to music? Is Beethoven’s 5th inevitable in a sense? Is the development of Romantic music automatic? What about contemporary music?

In a sense, yes. There are a finite number of melodies to be played. That finite number is quite large though. One can argue eventually a composer, let’s call him Waspthoven, would stumble upon the sequence of intervals and rhythms which is the melody, but that is not all of a symphony. Chords and “transitions” play an equally important role in any form of music. Waspthoven would then have to piece together the correct sequence of silence and sound, dissonance and consonance.

But then, would the period be ripe for the publication? Would the public have accepted Waspthoven’s composition? After all, Stravinsky’s Rite of Spring was met with such horror that riots broke out. Besides the public opinion, the matter of logistics also plagues our hypothetical composer. Will there be enough high-quality instruments to play what Waspthoven wanted? Would there be a concert hall to play it in?

Certainly some music are highly period dependent. Bach’s come to mind, when writing for religious purposes is the sole motive; a symphony as abrasive as the 5th would have never been performed then. That means if a genius like Stravinsky was born in the wrong time period, his or her work would be forever lost. It’s kind of poetic to think of unappreciated genius, but also sombering to think of where we could be now culturally, and scientifically.

I guess a correct way to phrase what I’m asking is that is music primarily driven by “Great Man” or is development primarily from the social period? Maybe some other theory of history?

The Best Layover

Ha, what kind of layover is even good?

My itinerary for going back to the US:

  • Flight from Budapest at 6pm on the 22nd, ~3 hours.
  • Flight from London at 9am on the 23rd, ~10 hours.
  • Flight from Miami at 5pm on the 23rd, ~1 hour.

I’ll be in London for a random 12 hours. UGH.

Long-Form and Attention Span

I’ve been getting into long-form journalism recently, and trying to read more in-depth materials rather than have superfluous posts from reddit. It’s quite weird that I can work on Putnam problems for hours on end, yet struggle through reading a 2000 word article. Maybe it’s just my motivation level?

I find also that my attention span has been getting shorter, and I am a more impatient person than in the past; this is especially true when I’m doing homeworks in pure-math classes. There are times when I just want a solution now, and not work at a problem for a bit. It seems to be a by-product of switching over to more computational stuff, where results can be obtained instantly and results can be almost “generated.”

Hopefully reading more will slow me down, because sometimes the mundane parts of life are worth slowing down for.