IAS | PCMI Park City Mathematics Institute
IAS | PCMI Park City Mathematics Institute
  • Видео 533
  • Просмотров 432 250
Knotty knits A chat about math and crafts | Knotty knits: a chat about math and crafts
Dr. Sabetta Matsumoto from Georgia Institute of Technology will be discussing creative crafts and math research. What can physics learn from crochet? How does a simple stitch change the stretch of a scarf, and how are modern materials and manufacturing learning from their wooly ancestors? Join Dr Matsumoto for a talk about curvature using pattern making, symmetries using quilt squares and flags, hyperbolic space using quilting at crochet, and knot theory and coding using knits.
Просмотров: 81

Видео

Mathematical Maturity: Story vs. Craft: Why I like to lecture | Tom Garrity
Просмотров 2,2 тыс.Месяц назад
Mathematical Maturity: Story vs. Craft: Why I like to lecture Speaker: Tom Garrity
A^1-homotopy and A^1-algebraic Topologie, part 1 I Fabien Morel, University LMU Munich
Просмотров 92Месяц назад
NOTE: NO AUDIO A^1-homotopy and A^1-algebraic Topologie, part 1 Speaker: Fabien Morel, University LMU Munich - The 2024 Program: Motivic Homotopy Theory Organizers: Benjamin Antieau, Northwestern University; Marc Levine, Universität Duisberg-Essen; Oliver Röndigs, Universität Osnabrück; Alexander Vishik, University of Nottingham; and Kirsten Wickelgren, Duke University Motivic homotopy theory a...
Arithmetic properties of local systems | Tom Bachmann, Johannes Gutenberg University of Mainz
Просмотров 301Месяц назад
NOTE: AUDIO DROPS OUT AT 16:30 Arithmetic properties of local systems Speaker: Tom Bachmann, Johannes Gutenberg University of Mainz Abstract: A building block of homotopy theory is the fundamental group of varieties, in topology and in arithmetic geometry. We know very little on it. One way to approach it is via local systems, that is linear representations modulo conjugation. Among those there...
Motivic explorations in enumerative geometry, pt4 | Sabrina Pauli, Technische Universität Darmstadt
Просмотров 97Месяц назад
Motivic explorations in enumerative geometry, part 4 Speaker: Sabrina Pauli, Technische Universität Darmstadt Abstract: Motivic homotopy theory allows to do enumerative geometry over an arbitrary base which leads to additional arithmetic and geometric information. The goal of the mini-workshop is to explain why and how this works. Furthermore,I will provide a toolbox to solve questions in enume...
Field arithmetic and the complexity of Galois cohomology, part4 | Daniel Krashen, U of Pennsylvania
Просмотров 63Месяц назад
Field arithmetic and the complexity of Galois cohomology, part 4 Speaker: Daniel Krashen, University of Pennsylvania Lecture notes www.ias.edu/sites/default/files/pcmi-2024-07-24 krashen.pdf Problem set www.ias.edu/sites/default/files/problems july 25 krashen.pdf Abstract: Galois cohomology classes arise naturally in a wide range of contexts,as invariants of algebraic objects,as obstructions in...
Field arithmetic and the complexity of Galois cohomology, part3 | Daniel Krashen, U of Pennsylvania
Просмотров 131Месяц назад
Field arithmetic and the complexity of Galois cohomology, part 3 Speaker: Daniel Krashen, University of Pennsylvania Lecture notes www.ias.edu/sites/default/files/pcmi-2024-07-24 krashen.pdf Problem set www.ias.edu/sites/default/files/problems july 25 krashen.pdf Abstract: Galois cohomology classes arise naturally in a wide range of contexts,as invariants of algebraic objects,as obstructions in...
Characteristic classes in stable motivic homotopy theory, part 4 | Frédéric Déglise, CNRS, ENS Lyon
Просмотров 61Месяц назад
Characteristic classes in stable motivic homotopy theory, part 4 Speaker: Frédéric Déglise, CNRS, ENS Lyon Lecture notes 4 www.ias.edu/pcmi/pcmi-2024-gss-lecture-notes-and-problem-sets Problem set 4 www.ias.edu/sites/default/files/TADéglise4.pdf Abstract : Characteristic classes is a pillar of differential geometry. The book of Milnor and Stasheff was a corner stone and the work of Quillen on f...
Motivic explorations in enumerative geometry, pt3 | Sabrina Pauli, Technische Universität Darmstadt
Просмотров 77Месяц назад
Abstract: Motivic homotopy theory allows to do enumerative geometry over an arbitrary base which leads to additional arithmetic and geometric information. The goal of the mini-workshop is to explain why and how this works. Furthermore,I will provide a toolbox to solve questions in enumerative geometry in this set up including the use of tropical geometry. Lecture notes www.ias.edu/sites/default...
1 Massey products in Galois cohomology | Alexander Merkurjev and Federico Scavia
Просмотров 99Месяц назад
part 1-Massey products in Galois cohomology Speakers: Alexander Merkurjev, UCLA Federico Scavia, Chargé de recherche, CNRS and Université Sorbonne Paris Nord part 1, Massey products in Galois cohomology A fundamental question in Galois theory is the profinite inverse Galois problem: Which profinite groups are realizable as absolute Galois groups of fields? A historically fruitful approach to th...
4 Massey products in Galois cohomology | Alexander Merkurjev and Federico Scavia
Просмотров 80Месяц назад
part 4-Massey products in Galois cohomology Speakers: Alexander Merkurjev, UCLA Federico Scavia, Chargé de recherche, CNRS and Université Sorbonne Paris Nord part 4, Massey products in Galois cohomology A fundamental question in Galois theory is the profinite inverse Galois problem: Which profinite groups are realizable as absolute Galois groups of fields? A historically fruitful approach to th...
Characteristic classes in stable motivic homotopy theory pt.3 | Frédéric Déglise, CNRS, ENS Lyon
Просмотров 73Месяц назад
Characteristic classes in stable motivic homotopy theory, part 3 Speaker: Frédéric Déglise, CNRS, ENS Lyon Lecture notes 3 www.ias.edu/sites/default/files/deglise3.pdf Abstract : Characteristic classes is a pillar of differential geometry. The book of Milnor and Stasheff was a corner stone and the work of Quillen on formal group laws and cobordism showed their fundamental importance in stable h...
Motivic explorations in enumerative geometry, pt2 | Sabrina Pauli, Technische Universität Darmstadt
Просмотров 132Месяц назад
Abstract: Motivic homotopy theory allows to do enumerative geometry over an arbitrary base which leads to additional arithmetic and geometric information. The goal of the mini-workshop is to explain why and how this works. Furthermore,I will provide a toolbox to solve questions in enumerative geometry in this set up including the use of tropical geometry. Lecture notes www.ias.edu/sites/default...
Field arithmetic and the complexity of Galois cohomology, part2 | Daniel Krashen, U of Pennsylvania
Просмотров 92Месяц назад
Field arithmetic and the complexity of Galois cohomology, part2 Speaker: Daniel Krashen, University of Pennsylvania Abstract: Galois cohomology classes arise naturally in a wide range of contexts,as invariants of algebraic objects,as obstructions in algebraic and arithmetic geometry,and more generally as tools for understanding field arithmetic. While the resolution of the Bloch-Kato conjecture...
Motivic Homotopy: what's up with that? | Michael Hopkins
Просмотров 407Месяц назад
Motivic Homotopy: what's up with that? Speaker: Michael Hopkins, Harvard University A cross-program talk for the 2024 IAS PCMI Program: Motivic Homotopy.
Motivic explorations in enumerative geometry, pt1 | Sabrina Pauli, Technische Universität Darmstadt
Просмотров 188Месяц назад
Motivic explorations in enumerative geometry, pt1 | Sabrina Pauli, Technische Universität Darmstadt
Characteristic classes in stable motivic homotopy theory pt.2 | Frédéric Déglise, CNRS, ENS Lyon
Просмотров 158Месяц назад
Characteristic classes in stable motivic homotopy theory pt.2 | Frédéric Déglise, CNRS, ENS Lyon
How I got into motivic homotopy theory-Contractibility and Spheres: a motivic view | Aravind Asok
Просмотров 209Месяц назад
How I got into motivic homotopy theory-Contractibility and Spheres: a motivic view | Aravind Asok
Field arithmetic and the complexity of Galois cohomology, part1 | Daniel Krashen, Uof Pennsylvania
Просмотров 188Месяц назад
Field arithmetic and the complexity of Galois cohomology, part1 | Daniel Krashen, Uof Pennsylvania
Characteristic classes in stable motivic homotopy theory pt.1 | Frédéric Déglise, CNRS, ENS Lyon
Просмотров 117Месяц назад
Characteristic classes in stable motivic homotopy theory pt.1 | Frédéric Déglise, CNRS, ENS Lyon
A^1-homotopy and A^1-algebraic Topologie, part 2 I Fabien Morel, University LMU Munich
Просмотров 142Месяц назад
A^1-homotopy and A^1-algebraic Topologie, part 2 I Fabien Morel, University LMU Munich
Representation categories and motives part1 | Markus Spitzweck, University of Osnabrueck
Просмотров 150Месяц назад
Representation categories and motives part1 | Markus Spitzweck, University of Osnabrueck
Motivic Adams conjecture | Maria Yakerson, Oxford University
Просмотров 1,8 тыс.Месяц назад
Motivic Adams conjecture | Maria Yakerson, Oxford University
A^1-algebraic topology (following F. Morel) part 4 | Joseph Ayoub, Universität Zürich
Просмотров 148Месяц назад
A^1-algebraic topology (following F. Morel) part 4 | Joseph Ayoub, Universität Zürich
pt 4 A1-homotopy theory and the Weil conjectures | Kirsten Wickelgren, Duke University
Просмотров 155Месяц назад
pt 4 A1-homotopy theory and the Weil conjectures | Kirsten Wickelgren, Duke University
Geometry with Seam Allowance | Irena Swanson, Purdue University
Просмотров 225Месяц назад
Geometry with Seam Allowance | Irena Swanson, Purdue University
Torsors over affine curves part4 | Philippe Gille, Université Claude Bernard, Lyon 1
Просмотров 131Месяц назад
Torsors over affine curves part4 | Philippe Gille, Université Claude Bernard, Lyon 1
A^1-algebraic topology (following F. Morel) part 3 | Joseph Ayoub, Universität Zürich
Просмотров 131Месяц назад
A^1-algebraic topology (following F. Morel) part 3 | Joseph Ayoub, Universität Zürich
pt 3 A1-homotopy theory and the Weil conjectures | Kirsten Wickelgren, Duke University
Просмотров 532Месяц назад
pt 3 A1-homotopy theory and the Weil conjectures | Kirsten Wickelgren, Duke University
Torsors over affine curves part3 | Philippe Gille, Université Claude Bernard, Lyon 1
Просмотров 78Месяц назад
Torsors over affine curves part3 | Philippe Gille, Université Claude Bernard, Lyon 1

Комментарии

  • @watchmanling
    @watchmanling 4 месяца назад

    Hope he can live longer

  • @user-xi6rq6bg9d
    @user-xi6rq6bg9d 4 месяца назад

    why does he keep talking about soup?

  • @DDG00
    @DDG00 Год назад

    people actually learn from this? lol

  • @Mark-de5dz
    @Mark-de5dz Год назад

    Hey Terry, Talk to the audience and NOT the wall. Also......DON'T MUMBLE!

  • @MrOlivm
    @MrOlivm Год назад

    Please don’t put links over the work in the video. Add dead time after for overlay links

  • @vitilii9277
    @vitilii9277 2 года назад

    Oxxxymiron's father

  • @ih8mcfly
    @ih8mcfly 3 года назад

    There’s small things and large things. That’s what I learnt.

  • @adityaekbote8498
    @adityaekbote8498 3 года назад

    Thank you for the lecture series

  • @jonathanpopham5483
    @jonathanpopham5483 3 года назад

    Thanks Professor Garrity, I just started reading your book /All the Math You Missed/ . I'm in my first linear algebra course now and I'm trying to immerse myself. Almost surprised the second half of this talk isn't called _Arrows Describe the World_. Thanks and best wishes from small-town Georgia.

  • @pninamoore187
    @pninamoore187 3 года назад

    I can see this video again and again and again I love it so much thank you thank you love uuu Ema

  • @epikureer1
    @epikureer1 3 года назад

    So let's be honest: Doesn't that overwhelm the vast majority of mankind? It required - quite honestly - my highest concentration to follow this highly intelligent lecture here, whoever claims that this is easy either has no idea about mathematics, is a genius himself - or is lying... Terry finds these results obviously but easily, he does not exert himself, because it doesn't just seem logical - it's actually wonderfully mathematically consistent! Such findings are great moments of mankind and will probably bring us 1 decade into the future! For this, one can applaud only - if one is honest - in reverence! ^^

    • @epikureer1
      @epikureer1 3 года назад

      This brilliant presentation has only been seen 12,677 times in three years 2017(!) - every primitive pop song has 100-1000 times more clicks... Isn't it actually sad that geniuses are no longer noticed in the present?

  • @redrum41987
    @redrum41987 3 года назад

    This is a really great lecture.

  • @anastasiabestuzheva9369
    @anastasiabestuzheva9369 4 года назад

    Excellent teacher)

  • @drzecelectric4302
    @drzecelectric4302 4 года назад

    So amazing

  • @appiahjude4721
    @appiahjude4721 4 года назад

    respect all the way from ghana

  • @d_donskoy862
    @d_donskoy862 4 года назад

    Знакомьтесь отец мироши

  • @wiliamswang1882
    @wiliamswang1882 4 года назад

    there is no lecture notes when i kick above link, who knows how to download the lecture notes, thanks

  • @TOTOLOTO211
    @TOTOLOTO211 4 года назад

    שיהיה בריא אחיין יקר

  • @CHUNGAandNANOOK
    @CHUNGAandNANOOK 5 лет назад

    Tight

  • @ronkeadejare331
    @ronkeadejare331 5 лет назад

    I am currently taking this course and it's awesome!

  • @mohamedfouad6492
    @mohamedfouad6492 5 лет назад

    Love u mad dog :)))

  • @Mel-bq4jd
    @Mel-bq4jd 5 лет назад

    MR. PERALTA

  • @clouderror2384
    @clouderror2384 5 лет назад

    thats my math teacher. was. we miss mr peralta :(

  • @Regina2w
    @Regina2w 5 лет назад

    Awesome idea! I'm so excited for this program and the positive effect it will have on the students.

  • @douglaspackard3515
    @douglaspackard3515 5 лет назад

    Great lecture! I had no idea about the "isomorphism" between clothing and intestines :)

  • @HL-iw1du
    @HL-iw1du 5 лет назад

    1:20 sandals, lol mathematicians

    • @TheDelcin
      @TheDelcin 5 лет назад

      H L comfort

    • @stv3qbhxjnmmqbw835
      @stv3qbhxjnmmqbw835 3 года назад

      Wearing sandles takes less time than wearing shoes.

    • @gasun1274
      @gasun1274 2 года назад

      the ancient greeks wore them, and no underwear back then too

  • @devondevon4366
    @devondevon4366 5 лет назад

    First woman to win the William Math Putnam math competition fellow while a sophomore at NYU in 1996. Born in Romania. Culture plays a role as of the three women who became Putnam fellows, FOUR TIMES , Romanian Americans won THREE TIMES ( Ioana Dumitriu, NYU, in (1996) and Ana Caraiani, PRINCETON, in (2003 and 2004). Putnam is an undergraduate Math Competition for students in the US and Canada. It is dubbed the world most difficult math competition. Take the 2017 Putnam competition, though the highest possible score was 120 points, the highest score that year was 89, and of the 4638 students who took the test, ONLY 20% earned 13 or more points. In other word, 80% of the participants scored 13 points or less (out of a 120 point max). Melania E Woods (Duke) in 2002 was the second woman to win the Putnam Competition. A winner is a student who scores in the the top 5 . Putnam doesn't rank the top 5 students, only the participants scoring outside the top 5

  • @idarky4753
    @idarky4753 5 лет назад

    yeh mr peralta ftw

  • @capsule2015
    @capsule2015 5 лет назад

    Yay Mr. Peralta!

  • @pudpup
    @pudpup 5 лет назад

    omg mr. peralta is my algebra teacher rn at ms67

  • @mohittiwari8934
    @mohittiwari8934 5 лет назад

    Mr. Tao is better than me

    • @garryfitzgerald6233
      @garryfitzgerald6233 3 года назад

      He's better then you not because he is a gifted mathematical genius, no, he is ahead of you because only a dull, stupid, and mediocre mind compares him of her self to another human being.

  • @VitaminDEnthusist
    @VitaminDEnthusist 5 лет назад

    HI MR PERALTA

  • @ohjason
    @ohjason 5 лет назад

    this is my math teacher LOL

  • @cihant5438
    @cihant5438 6 лет назад

    The talk is really insightful. Handwriting on the other hand....

  • @siciidyaasiin8500
    @siciidyaasiin8500 6 лет назад

    Thanks for your help

  • @BlueSoulTiger
    @BlueSoulTiger 6 лет назад

    FYI this is part 2 of two parts i.e. there are no further parts

    • @iaspcmi
      @iaspcmi 6 лет назад

      Hi complex, thanks for your message. You can find a playlist with both parts of the lecture at ruclips.net/p/PLldN_DpkXL3ahpXNWv6ZGOs-xGyXtAFEm or if you want to navigate directly to part 1 you can find it at ruclips.net/video/4ewb-bjUPdY/видео.html

  • @chessandmathguy
    @chessandmathguy 6 лет назад

    None of this makes sense to me, and I just finished pre-algebra with a B- so I should be able to follow this!

    • @DDG00
      @DDG00 Год назад

      nobody actually learns from this, all of them are phoning it for the sake of academia

  • @IMRANKHAN-tc9wi
    @IMRANKHAN-tc9wi 6 лет назад

    Terrence tao is the light for all mathematician around the world.

    • @enricobaroni2874
      @enricobaroni2874 3 года назад

      with less r

    • @epikureer1
      @epikureer1 3 года назад

      You are perfectly right! Beautifully formulated in words.

  • @fodoloalmarifa9544
    @fodoloalmarifa9544 6 лет назад

    i love terence teo

  • @COLDMKULTRA
    @COLDMKULTRA 7 лет назад

    BEAUTIFUL ... Thank you.

  • @MonicaTienda
    @MonicaTienda 7 лет назад

    THE Brian Shay

  • @aliceschwarze8441
    @aliceschwarze8441 7 лет назад

    Is Diaconis cross programme talk going to be online as well?