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.obsidian
.obsidian
 
 
Excalidraw
Excalidraw
 
 
Images
Images
 
 
2-category.md
2-category.md
 
 
3-SAT is NP-complete.md
3-SAT is NP-complete.md
 
 
Aitken interpolation.md
Aitken interpolation.md
 
 
B-spline.md
B-spline.md
 
 
Bayes' theorem.md
Bayes' theorem.md
 
 
Bayesian inference.md
Bayesian inference.md
 
 
Bayesianism vs frequentism.md
Bayesianism vs frequentism.md
 
 
Bezier curve.md
Bezier curve.md
 
 
Bezier-like curves for other distributions.md
Bezier-like curves for other distributions.md
 
 
Borel sets are Lebesgue measurable.md
Borel sets are Lebesgue measurable.md
 
 
Borel sigma-algebra.md
Borel sigma-algebra.md
 
 
Borel-Cantelli lemma.md
Borel-Cantelli lemma.md
 
 
CLIQUE is NP-complete.md
CLIQUE is NP-complete.md
 
 
Caratheodory measure.md
Caratheodory measure.md
 
 
Cayley-Hamilton theorem.md
Cayley-Hamilton theorem.md
 
 
Cholesky decomposition.md
Cholesky decomposition.md
 
 
Chomsky normal form.md
Chomsky normal form.md
 
 
Cook-Levin theorem.md
Cook-Levin theorem.md
 
 
Copernican principle.md
Copernican principle.md
 
 
Dini’s theorem.md
Dini’s theorem.md
 
 
Dyna-Q+.md
Dyna-Q+.md
 
 
Dyna-Q.md
Dyna-Q.md
 
 
Egorov’s theorem.md
Egorov’s theorem.md
 
 
F-sigma set.md
F-sigma set.md
 
 
FA and NFA are equivalent.md
FA and NFA are equivalent.md
 
 
FA can be converted to GNFA.md
FA can be converted to GNFA.md
 
 
Fatou’s lemma.md
Fatou’s lemma.md
 
 
G-delta set.md
G-delta set.md
 
 
Gauss-Seidel iteration.md
Gauss-Seidel iteration.md
 
 
Gaussian elimination.md
Gaussian elimination.md
 
 
Gershgorin circle theorem.md
Gershgorin circle theorem.md
 
 
Gibbs sampling.md
Gibbs sampling.md
 
 
Godel number.md
Godel number.md
 
 
Gram–Schmidt orthogonalization.md
Gram–Schmidt orthogonalization.md
 
 
Gram–Schmidt process.md
Gram–Schmidt process.md
 
 
Heine-Borel theorem.md
Heine-Borel theorem.md
 
 
Hoeffding’ inequality.md
Hoeffding’ inequality.md
 
 
Jacobi iteration.md
Jacobi iteration.md
 
 
Jordan cell.md
Jordan cell.md
 
 
Jordan form.md
Jordan form.md
 
 
KKT conditions.md
KKT conditions.md
 
 
KT = (bar K)T.md
KT = (bar K)T.md
 
 
KTT = bar K.md
KTT = bar K.md
 
 
Kaggle competitions.md
Kaggle competitions.md
 
 
Ker P_{bar K} = KT.md
Ker P_{bar K} = KT.md
 
 
Kleisli category.md
Kleisli category.md
 
 
Kolmogorov’s complexity.md
Kolmogorov’s complexity.md
 
 
Krylov subspace.md
Krylov subspace.md
 
 
LSTM.md
LSTM.md
 
 
Lagrange interpolation.md
Lagrange interpolation.md
 
 
Landau notation.md
Landau notation.md
 
 
Lebesgue integrability of Riemann integrable functions.md
Lebesgue integrability of Riemann integrable functions.md
 
 
Lebesgue integral.md
Lebesgue integral.md
 
 
Lebesgue measurable almost everywhere functions are measurable.md
Lebesgue measurable almost everywhere functions are measurable.md
 
 
Lebesgue measurable function in terms of open sets.md
Lebesgue measurable function in terms of open sets.md
 
 
Lebesgue measurable function.md
Lebesgue measurable function.md
 
 
Lebesgue measurable set.md
Lebesgue measurable set.md
 
 
Lebesgue measurable sets are a sigma-algebra.md
Lebesgue measurable sets are a sigma-algebra.md
 
 
Lebesgue measurable sets are closed under countable union.md
Lebesgue measurable sets are closed under countable union.md
 
 
Lebesgue measurable sets are closed under finite union.md
Lebesgue measurable sets are closed under finite union.md
 
 
Lebesgue measurable sets are closed under taking complements.md
Lebesgue measurable sets are closed under taking complements.md
 
 
Lebesgue measure.md
Lebesgue measure.md
 
 
Lebesgue outer measure and disjoint measurable sets.md
Lebesgue outer measure and disjoint measurable sets.md
 
 
Lebesgue outer measure of at most countable set is zero.md
Lebesgue outer measure of at most countable set is zero.md
 
 
Lebesgue outer measure of ranges.md
Lebesgue outer measure of ranges.md
 
 
Lebesgue outer measure of union with set of zero outer measure.md
Lebesgue outer measure of union with set of zero outer measure.md
 
 
Lebesgue outer measure.md
Lebesgue outer measure.md
 
 
Legendre polynomials.md
Legendre polynomials.md
 
 
Leibniz rule for divided differences.md
Leibniz rule for divided differences.md
 
 
Lusin’s theorem.md
Lusin’s theorem.md
 
 
Markov Chain Monte Carlo (MCMC).md
Markov Chain Monte Carlo (MCMC).md
 
 
Markov chain.md
Markov chain.md
 
 
Markov decision process.md
Markov decision process.md
 
 
Markov’s inequality.md
Markov’s inequality.md
 
 
Metropolis-Hastings algorithm.md
Metropolis-Hastings algorithm.md
 
 
Monte Carlo methods.md
Monte Carlo methods.md
 
 
NP-complete.md
NP-complete.md
 
 
NTIME class.md
NTIME class.md
 
 
NTM can be simulated by TM.md
NTM can be simulated by TM.md
 
 
Newton interpolation.md
Newton interpolation.md
 
 
Newton’s method converges quadratically.md
Newton’s method converges quadratically.md
 
 
Newton’s method.md
Newton’s method.md
 
 
Obsidian.md
Obsidian.md
 
 
P(x - P(x)) = 0.md
P(x - P(x)) = 0.md
 
 
PDA are equivalent to ePDA.md
PDA are equivalent to ePDA.md
 
 
PMF.md
PMF.md
 
 
Pyro.md
Pyro.md
 
 
Q-learning.md
Q-learning.md
 
 
RAM and TM are equivalent.md
RAM and TM are equivalent.md
 
 
README.md
README.md
 
 
REINFORCE.md
REINFORCE.md
 
 
RNN.md
RNN.md
 
 
Richardson extrapolation.md
Richardson extrapolation.md
 
 
Richardson iteration.md
Richardson iteration.md
 
 
Riesz representation theorem.md
Riesz representation theorem.md
 
 
Rolle’s theorem.md
Rolle’s theorem.md
 
 
Romberg’s method.md
Romberg’s method.md
 
 

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README

These notes are supposed to be opened in Obsidian, though most of them are just Markdown files anyway.

Entry points:

  • [[Obsidian]]
  • [[Bayesian inference]]
  • [[deep learning]]
  • [[linear algebra]]
  • [[numerical methods]]
  • [[optimization theory]]
  • [[measure theory]]
  • [[reinforcement learning]]
  • [[category theory]]
  • [[automata and computability theory]]
  • [[Kaggle competitions]]

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