Sci-Fi Monsters: Past, Present, Future | StarTalk

less than 1m read

·Nov 11, 2024

Who doesn't love the zombies? You know, they're always chasing you. There's always more of them, and they keep you alert. But also, who doesn't love a good alien? We all want to meet the aliens.

So, when I think of these forces that rise up in the storytelling of science fiction, I think it all started with Frankenstein—Mary Shelley's Frankenstein. I'm not sure what might come next. We still ride in that zombie thing—that's been going for decades. Zombies? I don’t see them fading away anytime soon.

Vampires? I don't know. I was never scared of vampires. I think I can kick some vampire butt! It's like, he's gonna get that close when you bite my neck? Just get out of here! So, I don’t—I was never distracted by vampires. Zombies are a little scarier. Plus, zombies are the beginning of the end of the world, whereas vampires, they're just trying to— they're just trying to live.

But I have no idea; I'm not a good future predictor. I mean, I think I'm an acute observer of how the past has influenced the present, but how the present might influence the future? I don't know.

The Constitutional Convention | Period 3: 1754-1800 | AP US History | Khan Academy

Mr. Freeman, part 60

View All

Gradient

So here I’m going to talk about the gradient, and in this video I’m only going to describe how you compute the gradient. In the next couple ones, I’m going to give the geometric interpretation. I hate doing this; I hate showing the computation before the …

A Mysterious Sinking | Lawless Oceans

[music playing] KARSTEN (VOICEOVER): I’ve asked my friend Lugs to help me take a look at the Ping Shin 101’s last journey. KARSTEN: Let’s just go through this together because there are a couple of things I need some verification on. Ready? KARSTEN (VO…

Are We At A Turning Point For Crypto? | Crypto Banter

[Music] [Applause] [Music] Oh, it’s a great time to welcome our friend Mr. Wonderful! Welcome back, and Jiren, welcome back to the show. Do you think that we’ve seen the bottom, and is — or are we headed for another leg down? I have a slightly different …

Worked example: range of solution curve from slope field | AP Calculus AB | Khan Academy

If the initial condition is (0, 6), what is the range of the solution curve ( Y = F(x) ) for ( x \geq 0 )? So, we have a slope field here for a differential equation, and we’re saying, okay, if we have a solution where the initial condition is (0, 6), so…

Variance of sum and difference of random variables | Random variables | AP Statistics | Khan Academy

So we’ve defined two random variables here. The first random variable, X, is the weight of the cereal in a random box of our favorite cereal, Matthews. We know a few other things about it. We know what the expected value of X is; it is equal to 16 ounces.…

Functions defined by definite integrals (accumulation functions) | AP Calculus AB | Khan Academy

You’ve already spent a lot of your mathematical lives talking about functions. The basic idea is: give a valid input into a function, so a member of that function’s domain, and then the function is going to tell you for that input what is going to be the …

Sci-Fi Monsters: Past, Present, Future | StarTalk

More Articles