I’m a PhD student at MIT studying visual computing systems with Jonathan Ragan-Kelley and Josh Tenenbaum.

Previously, I was an undergrad at Stanford University studying
computer science, physics, and English literature — islands
I hold to be the lost children of one great continent.

I’ve also spent time at Facebook, NVIDIA, UW Seattle, and Berkeley. I enjoy writing, playing music, and juggling with friends. But I spend most of my time learning what I can about the endlessly marvelous world around me.

My research is generously supported by a Hertz Foundation Fellowship, a Paul & Daisy Soros Fellowship, and the National Science Foundation’s GRFP [press]. If you are currently applying to graduate school, I encourage you to consider these wonderful programs. Don’t hesitate to reach out to me if you have questions.

1 (* What are you looking for? *) 2 match goal with 3 | email => kach@cs.********.edu (hint: 🌲) 4 | resume => kartik-chandra-cv.pdf 5 | blog => comfortablynumbered 6 | code => github 7 | words => words.txt 8 | art => scratch 9 | pdfs => g scholar 10 end. ~ ~ --INSERT--

Here are some questions I have thought about, in approximately reverse-chronological order. If you have more answers, please get in touch.

(…if you have more questions, please, *please* get in
touch.)

How would Wordle work in languages with different kinds of scripts?
If neuron activations are indeed like toilet flushes (a common analogy), can we implement deep neural networks using plumbing components?
Where does the factor of "2" in the stochastic coefficient of Langevin sampling come from?
Can we get better semantic HTML and CSS by using Generative Adversarial Web Development?
What shape is a snowflake?
Is it possible to find iterated function systems that produce fractals that look the way we want?
How can we prevent vector coordinate-system-mismatch bugs in 3D graphics code?
Can literature save the American tech industry?
Why won't my tensors flow?
Can you tune a guitar just by watching the strings vibrate?
Can one hear the fate of a coin?
What happens if we throw Sol LeWitt's sculptures into a tank of soapy water?
How can we build programs that require both forward- and reverse-mode automatic differentiation?
How can we make PyTorch tensors easier to use?
What does GPT-3 tell us about the nature of literature from a statistical or information-theoretic perspective? Following a Russian literary theory, can we use Shannon entropy to think about this quantitatively?
Can we create controlled moiré patterns by carefully perturbing misaligned grids?
Do many hands make light work?
Can we atavise Game-of-Life configurations by gradient descent? What's the connection to pufferfish?
What can we do with the hundreds of images of Hoover Tower you can find online?
Why are PCA-projections of trajectories loopy?
Can we optimize axis-aligned kD-trees by gradient descent?
Do eucalyptus trees have a “handedness”? If so, why?
How much should you wager in a *Jeopardy!* Daily Double?
Does AD-powered gradient descent on Lagrangian action create energy-conserving physics engines?
Does gradient descent eliminate the need for solvers in bidirectional programming environments?
What is the pattern behind the irregularly-spaced vanishing points of rows of trees in orchards?
What does “un-unravelable” really mean, and how?
Can we dream ambigrams by gradient descent?
Can we learn to walk by gradient descent?
What causes the 22° halo around the sun, and how can we efficiently render physically-accurate images of it?
Are there more "Laurel/Yanny" illusions out there?
How big a buffer do we need to be able to pair up an infinite number of socks coming in over a stream?
By how much do windmills slow down the wind?
What shapes emerge if we insist that a certain casino is the nearest to *everyone* in Los Angeles?
What is the optimal alphabet layout for the historic 1888 Crown Typewriter?
Which directed acyclic graphs can be represented by towers of stacked blocks?
Would triangular tesselations make better jigsaw puzzles?
Where are the best bathrooms at Stanford?
What is the analogue of the Curry-Howard correspondence for narrative theory?
What would it mean for a computer to synthesize a story?
What is the relationship between monadic I/O and the dataflow/patch programming paradigm?
Can we approximate Euler's constant using historic earthquake data?
How well do SAT solvers handle the constraints of Western classical music theory?
Is there a *symmetric* cryptographic algorithm for collusion with plausible deniability?
Can JavaScript be dynamically scoped... from within JavaScript?
How few words do you *really* need to communicate — and what's the minimal set?
Why are there 12 notes in a musical octave, and not, say, 19?
Are epicycles just Fourier transforms?
How well do voxel approximations to complex surfaces raytrace?
Which dimensional analysis problems are solvable?
Can poetry be a *subtractive*, rather than an additive, act?
Why is 2^10=1024 so near 10^3=1000, and are there better approximations?
How do automated theorem provers work, and what can they prove?
Can some sort of temporal RSS proxy help you catch up on old webcomics?
How fast can Arthur C. Clarke's famous spacecraft "Rama" accelerate?
Why are bubble tea straws pointy, and why is this absolutely fascinating?
If you played Scrabble with periodic table element tiles, what's the longest word you could make?
Is xkcd's random number generator *actually* random?
Could you play Tetris with true rigid-body physics?
Why do Scratch lists have odd performance behavior?
What shape is the shadow of a lampshade?