Complexity Theory Overview

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  • Опубліковано 29 вер 2024

КОМЕНТАРІ • 53

  • @ScottHaley12
    @ScottHaley12 Рік тому +5

    KUDOS! This is the best intro to complexity theory I've seen thus far.
    From a retired environmental geographer/human ecologist--- Many thanks, and
    Happy Trails🤠

  • @spacesciencelab
    @spacesciencelab 5 років тому +8

    It's kinda strange but probably just a coincidence but this is the exact video I have been searching for and every part of it was greatly explained. It is almost as if that complexity has been deliberately been fine tuned into the universe with some ultimate goal like life, then more complex life, conscious animals then to us and since that we humans have come along, we have shot up the complexity like the universe has never seen before. Planet earth must be the complex place in the universe! The amount of variation of life is staggering, music, traffic flow, ants, language, maths, cells, dna, crystals, and a lot more complex things makes earth very unique.

  • @heshamsugail2623
    @heshamsugail2623 2 роки тому +9

    So in a nutshell, "Complexity Theory" basically helps u as an individual to connect the dots (develop systems thinking) after understanding the fundamentals of the abstract parts of how systems function together. Also, it will help ur thinking extrapolate & notice patterns while considering complexity aspects.

  • @philosophize24
    @philosophize24 4 роки тому +2

    Thank you!

  • @SystemsInnovationNetwork
    @SystemsInnovationNetwork  7 років тому +34

    Reupload of our overview of complexity theory, redid the graphics and audio to try and improve them. For those academics interested, I will be posting a link to the paper with all the relevent references in the near future.

    • @TheMoSsyEXcaVation
      @TheMoSsyEXcaVation 6 років тому

      Complexity Labs in the process of developing complexity we discover its effects

    • @philledwith8307
      @philledwith8307 6 років тому +1

      I'd definitely be interested in more academic references; especially of a mathematical nature, although the field seems to be advancing quickly. Certain basics like bifurcation theory and limit cycles (and theories about the stability of those cycles, e.g. lyapunov stability) are a given; I'm interested in more novel approaches from the community, if they exist.

    • @kennethgarcia25
      @kennethgarcia25 4 роки тому

      Can you suggest a curriculum for medical individuals interested in developing a formalism of this field?

  • @uscdave1124
    @uscdave1124 2 роки тому +15

    I don't know how, but my brain is just intuitively able to grasp the relationships between sets of things in a way that I never appreciated before these videos. Understanding the fundamentals of the abstract parts of how systems function together really helps me to extrapolate and notice patterns in practically every area of life. Thanks so much for these videos.

  • @MichaelHeinz4
    @MichaelHeinz4 4 роки тому +17

    This is an excellent overview of Complexity Theory, well narrated and very well visualised!
    Congrats for this great educational artefact...
    A fine intro into this important and emerging field of modern thinking!
    Well, we need this thinking for survival, I am convinced and so I hope that many young folks should dive into this field, everywhere!

  • @Redrios
    @Redrios Рік тому +1

    is this text-to-speech voice? I can't tell, It sounds as if a person tried to imitate google assistant

  • @t.j.kneale7580
    @t.j.kneale7580 2 роки тому +2

    This is fascinating, but hard to truly grok. I feel like I need a back and forth with an actual human to really get it. Does anyone else feel this way?

  • @ramiajjuri
    @ramiajjuri 6 років тому +10

    Binge watching complexity theory videos and your series is among the best. Thank you, please continue making videos. Very useful.

  • @preditor467
    @preditor467 5 років тому +6

    Great video! Wonderful presentation! I hope this channel gets the amount of subscribers and viewers it deserves soon enough.

  • @angieq9539
    @angieq9539 4 роки тому +6

    Great presentation on Complexity Theory! Can you make a video focusing on the role played by the feedback loop in moderating changes in complex systems?

  • @orikacruzeiro
    @orikacruzeiro 7 років тому +6

    great work, there should have been more emphasis on Education and teaching fields too.

  • @u03agc4
    @u03agc4 4 роки тому +3

    I’m sensing a bias on maths and physics (ecologist over here!) but very good video (and series). Thanks!

  • @layo7076
    @layo7076 Рік тому +1

    Amazing expression of the Theory. Loved it, really appreciate you guys!

  • @VrilYa100
    @VrilYa100 7 років тому +10

    Superb presentation. Thanks.

  • @okaynope5197
    @okaynope5197 4 роки тому +1

    I'm not sure I entirely understand the point. It sounds like just an extension upon newtonian linear understanding. It's just a lot of lines to put it simply. Why are we calling these different theories? We still need to test without other factors to observe the effect of one action upon the system given the state involved so that we can understand how all those components would work together, or against eachother.

  • @vishalkumarvenkatesan3876
    @vishalkumarvenkatesan3876 2 роки тому +1

    Wonderful explaination about complex theory

  • @PhionahIngabireM
    @PhionahIngabireM 4 роки тому +4

    Amazing simple and clear definitions

  • @toffee129
    @toffee129 Рік тому +1

    amazingly precise and transpicuous

  • @Value_Pilgrim
    @Value_Pilgrim 3 роки тому +1

    Absolutely brilliant videos. Binge watching the entire series with a sandwich, chips and coke! ☺

  • @pedrozaragoza2253
    @pedrozaragoza2253 6 років тому +3

    Great video. Of the four systems the most precise and powerful is non linear systems. But the inherent limitations of each are our incapacity to the apparent individual parts as a coherent and integral whole.

    • @kristentaneil
      @kristentaneil 4 роки тому

      Pedro Zaragoza I’m rooting for network theory to do just that!

  • @brendawilliams8062
    @brendawilliams8062 3 роки тому +1

    Yes. This channel is truthful and hits the nail in it’s head.

  • @boys7371
    @boys7371 6 років тому +3

    very good video, worth to recommend to others

  • @ezbo1883
    @ezbo1883 3 роки тому

    7:49 This is evolution theory in terms of analyzing complex systems right ? Like understanding the nature of the process and not exactly the consequence or the outcome of a certain effect.
    The process of the change in an organisms behavior in terms of individual selection might resemble replicator dynamics when cognitive functions change after facing a certain reciprocal altruistic situation for example. In other words, the cognitive process concerning selection, after the consequences of a given situation occur, might resemble the process of a replicator equation coming up with different strategies to ensure survival or reproduction of the individual or kin etc.

  • @Bangy
    @Bangy Рік тому

    NRx people won't stop talking about this.

  • @WernervanZyl
    @WernervanZyl 6 років тому +2

    Such a great animation and explanation

  • @philipkilmartin2312
    @philipkilmartin2312 5 років тому +1

    umm........ i don't belong here.. bye !

  • @trantaylor2960
    @trantaylor2960 4 роки тому +1

    Nice job

  • @Csartreweghhgf
    @Csartreweghhgf 4 роки тому +1

    Exquisite

  • @aniksamiurrahman6365
    @aniksamiurrahman6365 3 роки тому

    The only problem is that most of the models quickly becomes computationally intractable :(

  • @jrtao3709
    @jrtao3709 6 років тому +1

    i love school of fish and birds !

  • @gomojo1024
    @gomojo1024 6 років тому +1

    good stuff

  • @keithleeuwen877
    @keithleeuwen877 4 роки тому

    Horrendous ?

  • @francescos7361
    @francescos7361 Рік тому

    Thanks.

  • @LostArchivist
    @LostArchivist 4 роки тому

    Moderna Via, Via Antiqua accepit.

  • @samuelosebemoriasi2217
    @samuelosebemoriasi2217 5 років тому

    This is Hermeneutics in science?

  • @rohel5419
    @rohel5419 6 років тому +4

    How can Newtonian laws be "linear" if they are described by differential equations, and the functions involved are mostly vectors? It is algebra, in fact, properly termed linear algebra, which is so far the only basis for machine learning that is linear.Number sets and series are also linear and scalar and do not represent any real organic systems. Much of the phenomena that engineers, who pretty much have constructed the civilization we inhabit, are "inherently interested" are still treated reasonably well by Newtonian physics as it's laws still hold on our planet because nothing here moves anywhere with the speed of light. To me, as a materials science engineer, the relativity theory is wholly useless. That's why they didn't even teach it to us. We know that the laws of mechanics and classical thermodynamics are so-called Ideal, so we use that as such; we know that we need to account for, say, friction and heat loss, etc, while we design stuff. Ideal or closed system does not mean "linear".
    The idea that Matter is chaotic is a throwback to the Middle Ages, actually. Matter is highly organized at its every level, every single scale of magnification. Define non-linear, please. Define "far-away from equilibrium". Which equilibrium? How far away? Liquids used to be considered chaotic, now even gasses are thought to possess certain structure. Grain boundaries used to be thought of as chaotic, not anymore. It seems this new science is actually a throwback into earlier times.
    In physics (math) and philosophy every working concept--except for the most entry-level fundamental assumptions--must be strictly defined before they are used in either working formulae or an arguments. Computer men, driven by the proposition that the thinking machine is just around the corner, confidently throw around their own undefined conceptions or those borrowed from various unrelated fields. The "Butterfly effect" is only exhibited DURING the phase transition, not while the system is stable. A complex system, in fact, is such that small-scale fluctuations caused by either the internal or external forces are continuously negated. QUESTION: I am seriously interested in the answer. What is the academic source of the proposition/assumption that the complex systems exist in enormously large ever-changing number of forms? This cannot possibly true, nature is very conservative. Because all the possible structures, the natural ones that organically "jell" by themselves, must obey the energy laws. For example, the surface tension of the adjacent structures in a complex system in our dimension must be minimal, that's why the larger guys gobble up the smaller ones and eventually they all look like perfect hexagons. There must be a limited number of all possible internal structures that are energetically feasible. On all the levels of magnification. Precisely because the parts of a complex system are highly interactive, so they would adjust the way they inhabit the the Space. But I'd like to see if I am wrong. The way I see it, it is the computer scientists who need enormous amounts of data (the one that is the King now, hallelujah). This data they need to "mine" because this is the only way the Backward Propagation worksl But is it right to assume that Nature works the same? Rohel

    • @Tadesan
      @Tadesan 6 років тому +1

      Leonard susskind describes complexity as the smallest number of steps needed to achieve a given configuration from a given starting point.
      In your bubble example, you have fixed the end configuration but not the initial configuration. So you can't discuss the complexity.

    • @jesussanchezherrero5659
      @jesussanchezherrero5659 4 роки тому +2

      Most of the equations (differential among them) we engineers use are linear. This means the result of the differential operator upon a function yields the same function by some constant. So the solution to that eq is one which keeps kind of the same form after being differentiated. That's why it can be usually solved with exp or sin, cos

  • @reason827
    @reason827 3 роки тому

    Everything is just basic physical laws. Complexity and chaos are worng.

    • @byattwurns1553
      @byattwurns1553 Рік тому

      Physicists found out you can't always predict everything a long time ago. I think good examples are the uncertainty principle and chaos theory.