8,235 karma · joined September 15, 2007
julesjacobs.com
> But in reality it's probably re-rendering the entire hierarchy using the @EnvironmentObject. So the SceneKit view gets setup and rendered every update of the Slider.
I get that this is slower than only updating the single value, but what I don't understand is why even this is so slow? Browsers can render the right hand side of this inspector UI (https://chsxf.dev/assets/posts/5/map-editor-with-inspector.p...) at reasonable speed even if you rebuild the entire DOM for the fields in the inspector. I mean, it's one checkbox, one slider, and 7 text boxes and a bunch of labels. What is taking so much time here?
What do you base this on?
At least in national elections there are parties campaigning with a platform and then I can decide which platform I like best. How often the platforms of the elected parties get translated into reality is another question, but it can at least plausibly be described as demos kratos. Maybe the EU is "democracy" in some modern sense of the word, but in the original sense of the word it is not. (I'm not even saying that's a bad thing. Maybe it is in fact better to have elites deciding.)
In fact, even games that are not designed to maximize your time spent in the game can be bad. The reward hits you get from games make you less likely to seek out other types of reward in your life. And even when you're not playing the game, your brain will be running a background task strategising how to maximize your results in the game.
I want to write `toString (1,true)` not `ToStringPair(ToStringInt)(ToStringBool).toString (1,true)`.
In any case this is a theoretical point, it's usually some stupid little chip on the motherboard that got wet and rusty, not the CPU. Or the screen broke. Or the battery is too old.
This is simply not the case. How well the person knows the material is more than yes/no. You'd be rounding the exam result to 1 bit and throwing away the extra bits of information. Maybe it's a good thing not to show that information to the student, but I'd like to see an argument for why the advantages of hiding that information from the students outweigh the disadvantages.
As for competitiveness in education...there are advantages and disadvantages to it. I'm not convinced that class rankings are a good idea, but I'm also not convinced that the optimal target for competitiveness is zero, to the point of not showing students their grades beyond pass/fail. Anecdotally I've seen the aim for zero competitiveness have perverse effects, where students instead start to compete on how lazy they can (appear to) be while still getting a pass, to show how smart they are.
For better or worse, whether somebody completed their degree does often factor into hiring decisions, so exam grades do indirectly factor into hiring decisions. Having completed a degree signals some level of domain knowledge, conscientiousness, and intelligence. Without exams you would have a 100% success rate (unless you introduced some other assessment mechanism), so the signal would be gone; having completed a degree would only signal whether or not you were able to afford it financially.
Secondly, a large fraction of the students would lose motivation and not do anything by the second year. Many would stop doing homework, stop doing any real studying except maybe superficial reading, and many would hardly come to class. In fact, many students currently already do this until the first midterm, even though they know the midterm is coming. A lot of students need the existence of exams to motivate themselves. Not all students, but a lot. These students don't want to lose motivation and waste time; many would probably regret not learning anything for several years. Our monkey brains are not suited to motivating ourselves to do things with a >3 year time horizon. Exams are a mechanism to motivate our monkey brains to put effort into studying.
I think if we consider professions that are important to our own lives, we do recognise the necessity of assessment. Would you prefer your doctor or nurse, accountant, electrician, or for that matter, teacher of your kids, to have come from a school that doesn't do exams or from a school that does? If they are experienced, maybe it doesn't matter, but how many people are going to take a chance on a fresh graduate if they are from a program without any assessment, where the philosophy is "you do it, you tell people you did it, then you either convince them that doing it imparted something useful on you or you don’t"?
There are other ways to solve that problem, and some of them may even be better than the current system, but I'm not convinced that taking the current system and simply removing exams would work.
So what exactly did Le Corbusier get right, according to the article? "The very fact that his designs were so easily modified was, arguably, their strength." -- this is what fans of Le Corbusier always praise him for, and it always sounds really bad to me. The main strength of the architecture is that you have to radically change it to make it liveable...? That he said “You know, life is always right; it is the architect who is wrong.” when people made radical changes? I guess that's more laudable than trying to fight the change, but also a very low bar.
- Multiple linear equations over the rationals/reals => linear algebra
- Solve equations over the integers / integers mod p / factor numbers => number theory
- Solve polynomial equations / factor polynomials => algebra
- (Partial) differential equations => (partial) differential equations
- Approximate solutions to various equations over the reals => numerical analysis
- Counting the sizes of various finite sets => combinatorics
- Integrate wild functions => measure theory
- Formal understanding of real numbers => real analysis
- General framework for differential equations => functional analysis
- General framework for continuous functions and limits => point-set topology
- Prove that two elastic shapes are different => algebraic topology
- Prove that a knot in a circular piece of string cannot be untied without cutting the string => knot theory
- Determine optimum strategy in a game with incomplete information => game theory
- Describe very big sets / prove that certain things can't be proved => set theory
- etc.