Remarks by Kirsty Nathoo

less than 1m read

·Nov 3, 2024

So that wraps up the day of talks. We do have a reception now downstairs; that’s downstairs where you had your lunch, and also outside in the courtyard. Before everybody disappears, I do have some thank yous.

Thank you very much to everybody who has been running the event, a part of the brewery; it's just been absolutely fantastic. Nothing seems to have gone wrong. A very, very special thanks to Tara over there, Tara's Terrace, part of the Y Combinator team. She's the events manager, and she's worked really hard to make this success.

Also, thank you to all you guys for coming and listening, and thanks to all the speakers who have hopefully entertained you all day.

One of the things that we forgot to mention on the panel is application dates. We will be opening up applications for the next batch in August, so keep your eye on our website for that. The next batch will be winter 2015, which starts in January of 2015, and we'll be interviewing for that in November.

So that's everything from me. Please make your way downstairs and enjoy yourselves with some nice cool drinks.

Partial sums: formula for nth term from partial sum | Series | AP Calculus BC | Khan Academy

Go Inside an Antarctic 'City' of 400,000 King Penguins — Ep. 4 | Wildlife: Resurrection Island

View All

Poor Visibility and Cold Fingers | Life Below Zero

With her loader on its way to Kavik, Sue attempted to meet the convoy to guide them to camp safely. However, dangerous conditions forced her to return home. Checking on the status and safety of the delivery crew is a priority. “Hack, a cold! I mean, comi…

7 Stoic principles to MASTER THE ART OF NOT CARING AND LETTING GO | Stoicism

STOICISM INSIGHTS Presents “7 Stoic principles to MASTER THE ART OF NOT CARING AND LETTING GO.” Listen up, fellow STOICS of the digital age. You’ve stumbled upon a golden treasure. And no, I’m not talking about the latest viral video or meme. If you’ve e…

Integration by parts: definite integrals | AP Calculus BC | Khan Academy

Going to do in this video is try to evaluate the definite integral from 0 to pi of x cosine of x dx. Like always, pause this video and see if you can evaluate it yourself. Well, when you immediately look at this, it’s not obvious how you just straight up…

Joan Lasenby on Applications of Geometric Algebra in Engineering

So Joan, as we walk through geometric algebra, I think the best place to start might be through a more tangible example. You’re doing a project with drones here at Cambridge; can you explain that first? Yes, so we’re doing a project with drones. This is …

The Kangaroo is the World's Largest Hopping Animal | National Geographic

[Music] The kangaroo, one of Australia’s most recognizable marsupials. There are a handful of species found all over the country, from the antillipine kangaroo in the far northern reaches to the aptly named eastern gray. The only large animal to hop as a…

Logarithmic functions differentiation | Advanced derivatives | AP Calculus AB | Khan Academy

Let’s say that Y is equal to log base 4 of x^2 + x. What is the derivative of y with respect to x going to be equal to? Now, you might recognize immediately that this is a composite function. We’re taking the log base 4 not just of x, but we’re taking tha…

Remarks by Kirsty Nathoo

More Articles