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• 
  @treshampton98227 күн бұрын

  Great content

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  @CA-dr7tfАй бұрын

  Well yes, it’s hard to sell a timed out excel or hawker for even 40% of its acquisition price. Glad they realized this.

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  @euprime25 күн бұрын

  Thanks for the comment.

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  @Nora-ei4phАй бұрын

  👋💰💰💰💰💰💰💰💰💰💰💰💰💰💰💰💰💰💰💰💰💰💰💰💰💰💰💰💰💰💰💰💰💰💰💰💰💰👋❤️👋🌍

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  @shankarbalakrishnan2360Ай бұрын

  Is it only the market what are the rest of the industries and people doing❤❤🎉🎉 hope people once in a while take a step back and rethink on life and not Jabba the entire day on what doesn't work

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  @euprime25 күн бұрын

  Thanks for the comment

• 
  @mzubair21912 ай бұрын

  BYD is laughing on elon now😂😂

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  @moreno34612 ай бұрын

  Technology stocks, Pfizer, Johnson & Johnson???

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  @Abbysteel34562 ай бұрын

  Lol 😆 im going back to flip!❤❤

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  @jacobcasmus18823 ай бұрын

  Them are some OLD DUDES! LOL

• 
  @junal274 ай бұрын

  y ahora estamos en maximos historicos con Munich!

• 
  @scottleung95874 ай бұрын

  Great talk!

• 
  @ericdoheny91084 ай бұрын

  Great speech from Pete per usual

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  @siqiliu66234 ай бұрын

  wow that Cameron guy is being super spicy and extra

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  @scottleung95874 ай бұрын

  Some friend you are!

• 
  @siqiliu66234 ай бұрын

  @@scottleung9587 who ru?

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  @scottleung95874 ай бұрын

  @@siqiliu6623u don't remember me? We played bball and Settlers of Catan one time.

• 
  @euprime4 ай бұрын

  We love that old friends are coming together to cheer for one another.

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  @adarshpathak85174 ай бұрын

  Thanks Cameron for this informative session.

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  @jayarnovesteras46495 ай бұрын

  So basically Teledyne needed another extremely genius CEO to keep it running after Singleton while any talented value investor CEO could run Berkshire

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  @jasondou57465 ай бұрын

  very nice!! well done!

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  @euprime5 ай бұрын

  Thank you Jason for your comment.

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  @euprime5 ай бұрын

  docs.google.com/spreadsheets/d/e/2PACX-1vTtZOyATPt01nKAl6E4iKVINNrqxFsGzWuSpasDP4utW0CkAtRmWpedaYL-6W2LI-BEbG6loYl5RPTJ/pubhtml

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  @calculate.5 ай бұрын

  School is more focused on grades taken through luck. Meaning if you are lucky and you study something that would appear in a test or exam then you would do well but if you are unlucky and you study something that would not appear on test and exams then you do poorly thus getting a bad grade. This type of school system is idiotic we want individuals to learn the basic concepts of things not for them to study anything and for the lectures or teachers to choose a topic randomly to test. How is that contributing to unleashing human potentials, it's absurd to have that kind of foolish perception.

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  @euprime5 ай бұрын

  Thanks for your comment

• 
  @Jacobsmifemoore5 ай бұрын

  Real leaders

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  @euprime5 ай бұрын

  Thanks for your comment

• 
  @rcg72625 ай бұрын

  Mrna is a failed experiment - dangerous and embraced by psychos who love to.profit from failed nonessentials

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  @nreed77185 ай бұрын

  Interesting question, but these guys are the wrong people to ask. These are buy-and-hold equity guys. Systematic trend is a different asset class entirely.

• 
  @jasondou57466 ай бұрын

  Love it!

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  @euprime6 ай бұрын

  Thank you for the comment

• 
  @kaptaa26716 ай бұрын

  If we look at history market trends .....Managed future fund as Sg CTA is useful for market crash 😊

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  @raus_mit_Islam6 ай бұрын

  There might be oil for 200 years! Stop the hysteria! Diesel engines are more efficient than ever! Oil is FAR more abundant than the raw msterials for EVs!!!!

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  @SleptDeadA96 ай бұрын

  This is confusing, what’s the difference between psychological denial and liking bias. Wouldn’t a mother just have a liking bias towards her son even if they were a drug dealer, murderer or a thief. Or would it be considered psychological denial when their son gets arrested?

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  @geospatialindex7 ай бұрын

  John oliver brought me here

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  @vidya0148 ай бұрын

  In the long run, when the debts have all been paid off, ROIC = ROE.

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  @Aubatron7 ай бұрын

  Depends on how they structure their finances. Some debt is healthy and businesses will acquire more debt as they grow, but keeps their debt/equity ratio the same. As long as servicing that debt is less than the return on that debt, the debt is an asset as capital. It is especially true when talking about armortization. Armotization on debt repayment is one of the main factors of earning power. That last sentence was said by Warren Buffet.

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  @user-xb5jv1yf7j9 ай бұрын

  Is it real? Who weaponizesd it?

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  @BakerWase9 ай бұрын

  When is this clipped from ?

• 
  @MayorSom5 ай бұрын

  Xmas 2022

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  @jordanheath52589 ай бұрын

  What interview is this from?

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  @finnovator656510 ай бұрын

  Thank you for these incredible and rare Buffet videos

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  @som655310 ай бұрын

  he's not wrong!

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  @cryptogoth10 ай бұрын

  Todd Combs started managing a portfolio at Berkshire in 2010. The video above says he started with $2 billion of assets under management, and this video from the 2021 Berkshire Meeting say that is now $20 billion. It is mentioned casually here, but 10x your investment in 11 years is 23% per year, which is beyond extraordinary. Buffett and Munger had returns of 30%-40% during their partnership years managing several million each, and all of Berkshire Hathaway typically gets 10-12% today in 2022, which is on average is about the same as the S&P 500.

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  @finnovator656511 ай бұрын

  Thank you for this video. I know it must be a pain to pull the clips and put them on KZread so thanks.

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  @jsmith10811 ай бұрын

  Thank you for posting this

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  @Ketofit6211 ай бұрын

  This is not the right channel for him. He’s going to tell the truth. Where is the channel?

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  @YOGESHDHYANI Жыл бұрын

  0:00 to 13:48 Finite State Markov Chains with examples 13:49 to 16:35 Definition of Finite & Infinite automata Markov chains 16:36 to 37:07 Notations of Markov Chains 37:08 to 1:02:23 Chapman-Kolmogorov Theorem: Definition, Properties and notations

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  @YOGESHDHYANI Жыл бұрын

  0:00 to 21:35 Definition of equivalence relation and its derivation 21:36 to 29:00 Theorem of equivalence relation and its explanation 29:01 to 32:25 Examples of equivalence relation 32:26 to 37:35 Conclusion of equivalence relation theorem 37:36 to 1:03:39 Definition of Periodic & Aperiodic State & its theorem, Markov Chains

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  @YOGESHDHYANI Жыл бұрын

  0:00 to 2:48 Covariance Matrix 2:49 to 12:15 Stationary Gaussian Process, Stationarity 12:16 to 18:11 How do we construct stationary Gaussian process 18:12 to 22:44 How stationary processes are useful 22:45 to 32:15 Example of a stationary process 32:16 to 44:53 Continuous time gaussian process, orthonormal function, construction of gaussian process in matlab 44:54 to 1:06:55 Gaussian Sinc Process, Band-Limited Signal & its questions

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  @YOGESHDHYANI Жыл бұрын

  0:00 to 15:00 Conditional Density of Gaussian Random Variable 15:01 to 23:36 Gaussian Process 23:37 to 29:49 Covariance Function 29:50 to 38:41 Ways to construct a Gaussian Stochastic Process, Discrete IID Gaussian Process 38:42 to 51:31 Gauss Markov Process 51:32 to 59:13 Orthonormal

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  @diogeneslaertius3365 Жыл бұрын

  Reminds me of wap survah and app survah. Keep 'em coming.

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  @euprime Жыл бұрын

  Thanks for the comment

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  @rushikeshdixit3071 Жыл бұрын

  00:00:00 - Slope, tangent line, gradient, tangent point 00:02:00 Higher dimensions, remainder form, Hessian matrix, exact equality, gradient descent, algorithms

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  @rushikeshdixit3071 Жыл бұрын

  00:00:00 - Continuity, calculus, function, convergence, derivative, gradient, second-order derivative, Hessian, Taylor series, remainder form, convex sets, balls, convex cone, positive definite symmetric matrices, optimization problems, analogy 00:05:00 - Convex sets, convexification, line segment, non-convex set, convex hull, convex combinations, linear combination, coefficients, generalization

• 
  @rushikeshdixit3071 Жыл бұрын

  00:00:00 - Concavity, convexity, functions, negation, second derivative, Hessian, first principles 00:01:54 - Strict convexity, inequality, domain, global minimum, local minima, algorithms, gradient descent, constraints, duality theory, optimization problems

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  @rushikeshdixit3071 Жыл бұрын

  00:00:00 - Convexity, convex combinations, function value, lower, extremes, linear combinations, inequalities 00:03:00 - Positive semi-definiteness, Hessian, necessary condition, sufficient condition, examples with e^x, log(1+x)

• 
  @rushikeshdixit3071 Жыл бұрын

  00:00:00 - Convex sets, example, half space, hyperplane 00:02:04 - Conic hull, convexity, points, intersection, convex combination, proof

• 
  @rushikeshdixit3071 Жыл бұрын

  00:00:00 - Finding the derivative, gradient of a function, limit, derivative in the direction of x minus y, inner product, projection operations, inequality equation, remainder form 00:05:00 - Relationship between Hessian and convexity, positive semi-definite Hessian, convex function, proving reverse implication, discussion on proving convexity

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  @rushikeshdixit3071 Жыл бұрын

  00:00:00 - Convex sets, linear programs, intersection, linear programming, minimization, linear function, linear constraints, half-spaces, feasible set, convex shape, optimal solution 00:05:00 - Convexity, extremal points, corners, Simplex algorithm, convex functions, continuously decreasing, minimum, bucket-like shape, convex combination 00:10:00 - Convexity in linear programs, property, function value, consequences, implications 00:15:00 - Linear programs, convexity, hyperplanes, optimization problems, feasibility, feasible space, comprehensive overview

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  @rushikeshdixit3071 Жыл бұрын

  00:00:00 - Convex combinations, convex hulls, linear combination, coefficients, convexification, convex set, points 00:05:00 - Convex sets, ball, intersection, non-convex set, conification, cones, conical hull

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  @ritamdey5383 Жыл бұрын

  Excellent sir very informative thank you so much love you ❤️

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  @euprime Жыл бұрын

  Thank you for your encouraging comment

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  @kaimarmalade9660 Жыл бұрын

  Man I love Peter Robinson and Peter Thiel so much this shit's like Christmas but minus my mentally ill family. You are not a lottery ticket ya'll. #PowerLaws