Deductive and Inductive Reasoning (Bacon vs Aristotle - Scientific Revolution)

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  • Опубліковано 25 гру 2024

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  • @noisemagician
    @noisemagician 6 років тому +398

    Man, I did't know that Math Damon was so smart

    • @zenbozic6184
      @zenbozic6184 5 років тому +9

      meth damon

    • @bagelstruth9313
      @bagelstruth9313 5 років тому +22

      Didn't you see Good Will Hunting

    • @yolandaarendse5
      @yolandaarendse5 5 років тому +1

      @@bagelstruth9313 The Good Shepherd was by far his best and most intense role. ;D

    • @10act37
      @10act37 5 років тому +1

      Meth Demon

    • @Overthought7
      @Overthought7 4 роки тому +4

      lol, Math Damon

  • @noumankhanwazir87
    @noumankhanwazir87 Рік тому +9

    Preparing for exams and watching your videos . Sir, you are truly a gem

  • @ALICEMAYSLOVE8888
    @ALICEMAYSLOVE8888 День тому

    9yrs ago and still reaching out helping people like me who love knowing what I don't know ... This is top notch teaching and explaining with a peppiness drenched over challenge mind knowledge. 😊thanks your teacher I thank you. I love that you gave a shout out to your teacher. I also wonder what your doing at present and I hope you all nd ur family's have a safe 2025

  • @paris5410
    @paris5410 5 років тому +57

    Flashback to those times at three am when you didn't understand a word of your Philosophy homework that was worth 50% of your overall grade.

  • @syedhaiderabbas8655
    @syedhaiderabbas8655 8 років тому +106

    Thank you sir, you are the one who acually knows how to teach.
    it is very kind of you. I remain grateful to you. very helpful and understandable.
    love from pakistan

    • @tomrichey
      @tomrichey  8 років тому +20

      +Haider Abbas Glad I can help!

  • @selenacoul9079
    @selenacoul9079 9 місяців тому +1

    If I’d have had a teacher like this I’d have been a history professor. Awesome channel 🤘🏽

  • @fredocorleone3280
    @fredocorleone3280 8 років тому +10

    Awesome video! I've watched dozens of youtube videos on inductive vs
    deductive reasoning and I started to get the sense that deductive
    thinkers rely on "facts" having "absolute" or "black/white" qualities to
    them.
    I tend to use inductive forms of reasoning most of the time, because
    there's always a chance that a past "fact" or occurrence isn't going to
    happen again tomorrow. Thus, it isn't really a "fact". You nailed it on
    the head to suggest that inductive thinkers rely more heavily on
    PROBABILITY as defining their interpretations of what "facts" are and
    how they could potentially behave. For example, in quantum tunneling, (a
    particle could suddenly manifest itself across the universe over
    billions of lights years) anything could disappear or manifest itself
    from one area to the other side of the universe.
    Quantum tunneling is a real phenomenon - it's how stars fuse most of
    their various atoms together to create heavier elements...stars aren't
    hot enough at their cores to fuse atoms.
    So in your example, there's a possibility that the sun may not rise
    tomorrow - there's a very tiny possibility that all the particles which
    make it up, quantum tunnel to another/other parts of the universe.
    Inductive thinkers are going to have problems with formal logic. Inductive thinkers will see formal logic as too rigid and narrow-minded. I had major problems with formal logic when I went to law school...I thought too abstractly and in terms of probability too much - nothing seemed to be a definite fact to me.

    • @jorriffhdhtrsegg
      @jorriffhdhtrsegg Рік тому +1

      I don't think these are inherently related to each method. We can take either form of reasoning as absolute or not, its just that its less reasonable to take induction as truth! And i think that's part of it. Deduction can make claims of prediction but only within certain axiomatic limits and to a degree of probability too!
      But regarding Positivism, it actually uses induction to determine truths, at least according to Popper, who stated deduction was superior but couldn't be used to verify truths.
      Observation>inductive formulation of premise>deductive preditction derived from premise>experimental observation>inductive 'result' and truh by verification is what Positivism actually does.

  • @slehar
    @slehar 5 років тому +1

    Excellent presentation and I was so happy to hear your conclusion 8:01 agrees with my thinking, that they are both the tools of science, and should be used alternately or as required for the purpose. I would add to your statement "They are both tools of science" that they are complementary tools of science, they require each other, just as addition and subtraction, multiplication and division, derivative and integral, are all required to operate in both directions.

  • @greetingsandsalutationsx
    @greetingsandsalutationsx Рік тому +2

    i know this comment is late, but great job! I wish all teachers could be so informative and explain things in analogies like you do!

  • @robroyrigler3179
    @robroyrigler3179 9 років тому +281

    Wow, philosophers speak with a Southern Accent, Aristotle is a philosopher so Aristotle speaks with a Southern Accent, and since I speak with a Southern Accent, I'm as smart as Aristotle...Cool!

    • @tomrichey
      @tomrichey  9 років тому +42

      LOL

    • @caribaez5711
      @caribaez5711 7 років тому +1

      lol

    • @RABBlTFTW88
      @RABBlTFTW88 7 років тому +33

      Grumbel Bumbel But he did not use inductive reasoning there. He used deductive reasoning but he just used it incorrectly. If he said something like "all southern speakers are as smart as each other, so I am as smart as Aristotle" he would have used deductive reasoning correctly but his conclusion is still wrong since his premises were wrong (i.e philosophers speaking with a southern accent is wrong and that all southern speakers are as smart as each other also wrong),
      I don't mean to go too deep into this but I'm just making sure I understand it.

    • @faktumstream1beatz335
      @faktumstream1beatz335 7 років тому +3

      Rob Roy Rigler circular reasoning?
      Try again Airistotoh.

    • @Snafuski
      @Snafuski 7 років тому +1

      The vagaries of the syllogism...

  • @jamesarmbrester2843
    @jamesarmbrester2843 7 років тому +5

    And you just saved me from failing a quiz! Thanks from homeschoolers everywhere!

  • @deplant5998
    @deplant5998 3 роки тому +3

    Smartest man with a southern accent i have ever heard.

  • @abelphilosophy4835
    @abelphilosophy4835 4 роки тому

    Thanks professor. We could say then , that deductive reasoning is what Aristotle called a : syllogism . You rock

  • @dinocardamone9586
    @dinocardamone9586 4 роки тому

    Great summation...making humanity smarter one video at a time.

  • @jill9356
    @jill9356 5 років тому +8

    Wow, thanks. I’m studying college biology and this is the first time this concept was brought up and I was confused on the difference. Your examples really helped. Thanks! Also, I think there for I am is my favorite quote lol.

  • @rochelletorres8233
    @rochelletorres8233 6 років тому

    I've read a lot of articles about deductive and inductive method and haven't understood any. This video is the first thing that made me understand these two methods. Thank you for posting this vid. Though I expected further explanation about inductive reasoning, well it was great.

  • @augusrong8062
    @augusrong8062 8 років тому

    I could not understand clearly the two concepts prior to watching your video lecture. But now, it's a piece of cake! I am thankful to you Sir for the creative video.

  • @justinheubrock8896
    @justinheubrock8896 8 років тому +56

    "Deductive reasoning has been around a lot longer." Deductive and inductive reasoning have always been around; those specific words may not have been used to describe them, but they have always existed.

    • @Sniegel
      @Sniegel 5 років тому +1

      Good critique. Been written down and acknowledged a lot longer is a better conclusion. At least according to recorded history (available data points).
      Your premise is more sound since it's unlikely that discovery comes quickly after phenomena

    • @garyking6888
      @garyking6888 4 роки тому +3

      Man cannot create laws of reasoning, we can only discover them, similar to the laws of nature ie gravity.
      Me thinks this comment is more like debating how many angels can sit on the head of a pin. It really doesn't matter if this reasoning was used before or not, or who first started using them, but rather how each applies to science which is the subject of this video as well as defining each method. The "scientific" was first defined by Bacon and applied to science. How do we know? We have no evidence otherwise. Until you find someone specific who defined inductive thinking and used it for science, not debating the number of angels on the head of pin. :-)

    • @abelphilosophy4835
      @abelphilosophy4835 4 роки тому +1

      Justin Heubrock I believe he meant , not in terms of existence as such , but as a school of thought . Perhaps that’s what he meant

    • @christiantaylor1495
      @christiantaylor1495 4 роки тому +1

      Aristotele also used inductive. This video is about scientific inductive reasoning, which is different from inductive reasoning.

    • @jeremyponcy7311
      @jeremyponcy7311 4 роки тому

      @@garyking6888 Men do create the laws of reason or more accurately consciousness raised to a particular baseline capacity creates the laws of reason. The world is not reasonable the world is orderly. The distinction is subtle but significant. Reason is the utilization of selective observation formulated into laws to achieve particular ends. There is no such thing as reason without ends and the moment you change the ends the reason can become obsolete, that is, what was once true is no longer true. Newton's physics was true enough for its intended end but inadequate to Einstein's ends. Einstein's physics was true enough for its intended ends but inadequate to quantum mechanics. Science is never completely true it is only an adequate schematization for the ends it seeks to achieve. There is no reason to believe that there isn't indefinite potential inputs either. It seems as though information can be dissected indefinitely meaning no law of reason or at least no accessible law short of the ones consciously creates to achieve an intended end. Fundamentally, reason is a tool not an end. Tools are man made, consciousness made.

  • @notjeff3466
    @notjeff3466 4 роки тому +1

    First of all, what an accent, really loved that. Thanks so much for this video, you truly helped me with my math course project!

  • @tristanleyder21
    @tristanleyder21 9 років тому +2

    Greetings from Belgium! I'm a student in literature and spend my life reading books. I'm saying that in order to ensure you (if you would even need that ^^) that your videos have a good level of accuracy and I rarely find errors in your works on European history, which becomes more and more uncommon on other American channels... Anyway, I'm glad that I can sum up my readings by watching your nice videos with your lovely Southerner accent and, moreover, by doing this, improve my English! :D

  • @jenschristiantvilum
    @jenschristiantvilum Рік тому

    Thank you! I keep hearing: "Deductive reasoning can't be wrong". Thank you for showing that it can and has to be build on (perhaps well-founded) assumptions.

  • @gytha-caitlinlategan4046
    @gytha-caitlinlategan4046 6 років тому

    Tom Richey, you have revolutionised our learning experience. Your powerpoint and video have FINALLY made Bacon's scientific method make sense. We are eternally grateful to you, all the way from South Africa. Much love, a lot of hugs and possibly a crown xxx

  • @unitedleagueofgamers3633
    @unitedleagueofgamers3633 8 місяців тому

    Oh my god thank you so much. I’ve been struggling for days on this and I finally get it!! 10 hours to write my essay🙃

  • @faibaxter8873
    @faibaxter8873 3 роки тому

    my philosophy professor does not post lectures to teach his class. I need to watch lectures in order to properly absorb the information. I need to absorb the information in order to pass the class. Tom posts great lectures. Therefore, Tom will help me pass the class. bless up 😎

  • @TomisaLami
    @TomisaLami 8 років тому

    man thank you so much. good quick video, give good examples, well spoken. and most of all go to the point with out fluff for the first half.

  • @lucienlachance2852
    @lucienlachance2852 8 років тому

    This was smoother than I expected and nicely summed the topic. You also use English in the way i can easily understand what your talkin about. Good job.

  • @dibble2005
    @dibble2005 8 років тому +1

    Thank you so much Tom. I watched a few other videos from other sources on Induction and it did not clarify it so much as your video. You basically nailed it for me. Thank you for the video. I have philosophy exams in a week and your video was spot on and helped me a lot.

  • @Prod.AJDIDIT
    @Prod.AJDIDIT 5 років тому +36

    “You said bottom” ... scary stuff

  • @supriyadutta591
    @supriyadutta591 3 роки тому

    Its 3.29 am here.. and I'm watching it to do my home assignment. Thank you

  • @tomwright9904
    @tomwright9904 6 років тому +1

    Writing a comment to clarify this to myself.
    It seems like both systems concern models of something.
    A model consist of:
    * Some mapping of the real world into a model
    * Some system that makes predictions based on this model
    Deduction describes the reasoning within the model
    Induction describes the creations of new rules.
    The value of deduction is that it gives is predictions to test.
    Further we may use deduction to show how our model might be wrong. This means deduction is serving induction. Deduce something wrong, examine premises, change the minimal number of rules so nothing breaks.
    Of course there is a question of what induction even is. Well we might define more properties and things. Or we might posit a relationship between the things.
    In the triangle circle relationship what are we doing.
    Well we have a class C. We have instances of C. We wish to predict what other instances of C look like. How should we do this.
    Well we might posit simplicity in terms of the minimal amount of ink to describe C. This would likely be the circle (though it does complicate the model by having curves).
    Interestingly the circle is "simpler" only if we don't include the observations themselves in the language. I.e. We might introduce two languages a model language, an observation language and then mappings between them.
    The horrible complexity here is of course in the mapping itself. This ends up requiring some sort of sense data to test.
    I guess a complication is where the deduction exists if we are materialist. In practice it occurs on some material surface. Like a piece of paper or your brain. We can then describe the minimality constraints physically. Though one imagines the form of physical model then makes a difference in what minimality looks like.
    I am not sure how one justifies the separation of the model language from the observation language. Perhaps one needs to introduce a concept of forgetting. I.e. You remember your model language you forget your observations, remember the minimal amount.
    Of course none of this helps with remembering the names.
    Induction takes things in.
    Deduction deduces things. It draws things of (ductile).

  • @alfredhitchcock45
    @alfredhitchcock45 3 роки тому

    Love your explanation and Southern accent
    Makes it so simple and easy to understand

  • @suyashprksh
    @suyashprksh 2 роки тому

    Loved the last line: Question is not who is better? it is just that it's different.

  • @thomblinn4731
    @thomblinn4731 Рік тому

    I applaud your presentation. It hit the mark for me. Thank you(from a magical thinker)

  • @aps19august
    @aps19august 8 років тому +7

    Brilliantly Done!!!
    Splendid!!!

  • @MsFloregi
    @MsFloregi 8 років тому +9

    You know a lot about this topic, You are a great speaker, therefore your video is great! ;)

    • @8xrry
      @8xrry 5 років тому

      Lmao. Nicely done

  • @PatJohnston
    @PatJohnston 5 років тому

    ...deduction and induction work together, playing off each other to produce adaptive reasoning and a dynamic narrative that maintains a reflection of the known actuals of the moment with a resetting list of probabilities with each new moment going forward.
    Deduction is present/past tense validation of (or correction for) what was predicted; Induction is forward facing prediction of what can be validated...

    • @hyperduality2838
      @hyperduality2838 4 роки тому +1

      Deduction is dual to induction! Thesis is dual to anti-thesis -- the time independent Hegelian dialectic.
      Hegel's cat:- Alive (thesis, being) is dual to not alive (anti-thesis, non being) -- Schrodinger's cat.
      Deduction:- Generalization to localization
      Induction:- Localization to generalization
      Generalization is dual to localization!
      Teleological physics (syntropy) is dual to non-teleological physics (increasing entropy).

    • @PatJohnston
      @PatJohnston 4 роки тому

      @@hyperduality2838 ...deduction is a necessary inference; induction, any number of unnecessary inferences. So while deduction is using observation to identify a specific case from a definite set/general rule (your 'general to local' correlation), induction isn't quite the inverse of that, because it is more to guess at various possible conclusions one can derive from a specific case or cases - so any number of possible sets of general or encompassing definition (more of a 'local to multiple possible general' correlation). I'd say induction is central to invention and trial & error discovery for this reason...
      You may be thinking of abduction? - to derive the most probable/best of general conclusions from limited specific cases?
      In one sense you could say that induction creates the array of possibilities that abduction chooses from...
      ...in any case, I'm standing by my assertion that they all work together in a dynamic, complimentary and self-correcting manner - deduction isolates knowns from unknowns; induction/abduction focuses explanatory power on the unknowns & predicts new deductible outcomes in discovery and experimentation; deduction examines the results/revises the list of knowns/re-qualifies the unknowns; repeat... (synergized as adaptive reason, driving a dynamic narrative)
      ...also, upon reflection re: syntropy/entropy, I would say that 'will', as an attribute of life, is the inverse compliment to entropy...

    • @hyperduality2838
      @hyperduality2838 4 роки тому

      @@PatJohnston You're asking the right questions. But I am trying to highlight the concept of duality within Philosophical thought as modern philosophy represents footnotes to Hegel's dialectic. I can do this because I understand the physics, here is a few examples:-
      Syntropy is dual to increasing entropy -- the 4th law of thermodynamics
      Note: Mainstream physics does not currently recognize the 4th law!
      Syntropy is the union, convergence or integration of information to form predictions, expectations to track targets, objectives, goals, intentions, teleology.
      Integration is dual to differentiation -- mathematics
      Entropy is the differentiation, divergence of information into new states.
      Convergence is dual to divergence
      Gravitation is equivalent or dual to acceleration -- Einstein's happiest thought.
      Potential energy is dual to kinetic energy, energy is inherently, implicitly dual.
      Energy is dual to mass -- Einstein
      Dark energy is dual to dark matter
      Space is dual to time -- Einstein
      Certainty is dual to uncertainty, the Heisenberg certainty/uncertainty principle.
      Positive curvature is dual to negative curvature -- Gauss, Riemann geometry
      Electro is dual to magnetic -- Electromagnetic
      Waves are dual to particles -- Quantum duality
      etc, etc.. there is a very clear pattern of duality here!
      The conservation of duality is the 5th law of thermodynamics, energy is duality, duality is energy.
      Hegel, Einstein, Kant and many more scientists are using duality without realizing it.
      The time dependent, independent Hegelian dialectic is dual as there are two versions.
      The time independent version means that duality is being conserved forever and ever, this is also known as process philosophy -- Alfred North Whitehead.
      "The art of progress is to preserve order amid change and to preserve change amid order" -- Alfred North Whitehead. Randomness (change) is dual to order, order is dual to randomness, duality.
      Duality creates reality, it is hardwired into the physics and philosophy!
      I repeat mainstream science does not recognize these two new laws of thermodynamics.

  • @pgrothschild
    @pgrothschild 5 років тому +1

    Awesome explanation! I'm reading 'The Story of Philosophy' by 'Will Durrant' and I admit I was a bit lost on Francis Bacon, you've really simplified it for me, thankyou!

  • @magdalenafernandez6575
    @magdalenafernandez6575 3 роки тому

    First time explained that actually made sense!!!

  • @crezey2149
    @crezey2149 6 років тому +25

    2:28 THAT SCARED THE CRAP OUTTA ME!

  • @mocumentals7923
    @mocumentals7923 8 років тому +11

    This is best explanation for inductive/deductive imo but I still dont understand where the premise "comes from" in deductive reasoning. With inductive you can make infinite observations, but with deductive you have to start with a premise. The premise cant appear out of thin air, it must depend on previous observations right? How did Aristotle come up with initial premise?

    • @helenmohiam944
      @helenmohiam944 6 років тому +9

      The premise ironically comes from inductive experience. Aristotle has not seen a man who is not mortal hence his certainty in the premise to begin with.
      Very good question! Thank you.

    • @KEvronista
      @KEvronista 5 років тому +2

      and to experience requires that we reason, so, ultimately, all of our reasoning must begin somewhere.
      KEvron

  • @1Fireskull
    @1Fireskull 9 років тому +1

    I believe that people have used both inductive and deductive reasoning for thousands of years, even without their realizing it. It is also possible to use both methods on an issue. On a side note: When people are burdened with the mundane things of life with little time to think in profound ways (such as slave labor all day long), then I believe that people naturally behave in a pattern of deductive reasoning. When people are challenged to problem solve on a regular basis, we should see more inductive reasoning than we would otherwise. That's my hypothesis.

    • @tomrichey
      @tomrichey  9 років тому

      +1Fireskull Yeah, I'd wager that the first humans had much more experience with inductive than deductive reasoning. They just wouldn't have had a name for it, but in a world where unobservant people die...

    • @1Fireskull
      @1Fireskull 9 років тому

      Tom Richey Yep. It's amazing to think that "progress" might have a "dumbing down" effect.

  • @MrAnthonyVance
    @MrAnthonyVance 6 років тому +2

    Thank you, Tom, for a most interesting explanation and demonstration of critical thinking skills.

  • @o.knight-catalinete6934
    @o.knight-catalinete6934 4 роки тому +1

    Southern Matt Damon, you are excellent m8, thks for the pre-exam recap!

  • @Fibonaccie
    @Fibonaccie Рік тому

    Thanks for the Video. Some points that may need more precision:
    1. Aristotle was 'fairly new' at Bacons time as his philosophy was only reactivated in the high middle ages and found its expression in scholasticism. With the formation of the modern university that awarded degrees Aristotle became popular.
    2. It was Aristotle's method of observation that made more interesting than doctrines in scholasticism.
    3. Especially the universities where places where beliefs were constantly challenged. Maybe it is therefore better to contrast the church doctrines and Bacon but not to use particularly Aristotle as the great enemy. Scholasticism's Aristotelanism itself was very revolutionary and questioned the doctrines of the Augustinian schools.
    4. Aristotle's also possessed induction, I think the difference lies more in their particular method, which in case of Bacon is more advanced scientifically as it involves more a method of experimentation. However, I saw many other videos that contrast deduction and induction. There is something false about this. All forms of logical reasoning were known to the Greeks. Deduction and Induction are just different types of syllogism, which involves the arrangement of universals to particulars and individuals. All arrangements were already known and also Kant admits that logic has done no step forward since Aristotle.
    I hope the points foster some further thoughts, thanks for the video.

  • @Gaia_Project
    @Gaia_Project 7 років тому +15

    how can deductive reasoning be about arriving at certainty, when it also can fail if the premise is wrong. Wouldn't it also be just a high probability conclusion. If the premise for deductive reasoning came from a conclusion of inductive reasoning, then isn't the certainty of the deductive conclusion based on the probability of the conclusion of the inductive reasoning?

    • @helenmohiam944
      @helenmohiam944 6 років тому +5

      Yes, that is why inductive reasoning prevails in reality. However deduction does work with some premises rather efficiently, it is a quicker method of arriving at conclusions albeit the absolute accuracy is questionable. I do not believe the accuracy ever will reach absolute certainty, that seems to me impossible.

    • @anthonynorman7545
      @anthonynorman7545 5 років тому +1

      Tom skipped over the sound and valid requirements of a deductive reasoning. If all premises are true and arranged in valid form (each premise leads to the next), then the conclusion is certain.

    • @anthonynorman7545
      @anthonynorman7545 5 років тому +3

      @@helenmohiam944 mathematics is certain because it's based on deductions of premises which we can be absolutely certain.
      Science is mostly based on induction so most of it can never be absolutely certain.
      Science may change but mathematics will always be the same: induction and deduction.

    • @someones5551
      @someones5551 4 роки тому +1

      @@anthonynorman7545 Exactly and how has the deductive reasoner determined that thier premises are absolutely true? They haven't, they most likely unconsciously made an inductive reasoning assumption based on thier own experience

    • @anthonynorman7545
      @anthonynorman7545 4 роки тому

      @@someones5551 in mathematics there are axioms which guarantee that everything which follows have to be absolutely true.

  • @setshegoledwaba8232
    @setshegoledwaba8232 4 роки тому +3

    Wait a minute - I actually danced after watching this. Yay - assignment, I'm ready for you.

  • @bacontrees
    @bacontrees 4 роки тому

    I hope I'm not repeating myself, but I have watched this more than once before and find it awesome!! My channel is so Audio-Video, music, etc, but I have always loved these topics! Cheers!

  • @iraceruk
    @iraceruk 5 років тому +1

    Absolutely fascinating.
    Thank you for an excellent explanation.

  • @brianpeterson332
    @brianpeterson332 2 роки тому

    While Aristotle did employ deductive reasoning in his formal logic, he also used inductive reasoning as well. His writings on the reproduction patterns/categories of animals for example were made after well catalogued and meticulous observations of the natural world around him. Plato, and his "ideal forms" was (in my mind at least) more purely deductive. By using deductive and inductive reasoning, Aristotle sometimes gets the title of 'first scientist'.

  • @muhammadhadad8185
    @muhammadhadad8185 7 років тому

    You are an amazing Professor! Now, I can apply Borel Cantelli Lemma in these two methods!

  • @kaydeezcafe726
    @kaydeezcafe726 7 років тому

    Was a very good reference sir.... and you have used a very simple and basic method

  • @MrFirefly3000
    @MrFirefly3000 4 роки тому

    the accent makes this video a million times better. DEEEDUCTIVE

  • @rossc7910
    @rossc7910 5 років тому

    Top stuff Mr Richey, your channel is one of my favourites

  • @lunchmind
    @lunchmind 6 років тому

    All thinking people are grateful for such a lecture. I am grateful for this lecture. therefore, I am a thinking person :)

  • @franciscomacias4908
    @franciscomacias4908 7 років тому +1

    Really Good Lesson great thank you for this video and for the knowledge 👍

  • @ไฮดามามะ-ด6ผ
    @ไฮดามามะ-ด6ผ 7 років тому

    Thanks. It is useful to my study. But sir could you please tell me what is the name of the professor you mentioned in 2:54 ? I need to make a reference to your YT channel and the professor you quoted. Thanks again.

  • @123123mike
    @123123mike 29 днів тому

    Curious, where do premises come from? Do they come from conclusions derived from inductive reasoning? Or from an assumption or self-evident truth?

  • @michealcline2469
    @michealcline2469 8 місяців тому

    Nice intro... The intro alone got you the sub. +1... And, some great content here... Well done, Sir...

  • @Machettent
    @Machettent 8 років тому

    Thanks for your most clear description

  • @johnjeremias9437
    @johnjeremias9437 4 роки тому

    Excellent explanation. Thanks Keep. more coming. Subscribed

  • @stellario82
    @stellario82 5 років тому

    To be precise "Novum organum" (note, with the accent on the first syllable, not the last) means "new instrument" (from the Greek 'organon', passed on to the Latin 'organum', which means exactly the same).

  • @Ms.RevayHHS
    @Ms.RevayHHS 5 років тому

    Super helpful for my AP Seminar class! Thanks for the video!

    • @tomrichey
      @tomrichey  5 років тому

      Glad to be able to help AP classrooms in such an interdisciplinary fashion!

  • @narendraverma5131
    @narendraverma5131 8 років тому

    Very fruitful video. Grateful to u, sir!

  • @anuchandy4495
    @anuchandy4495 4 роки тому

    Great!!! Reality is not only ideal but empirical too.

  • @hyperduality2838
    @hyperduality2838 4 роки тому

    Deduction is dual to induction, reasoning is a dual process! Generalization is dual to localization.
    Deduction --> Generalization to localization
    Induction --> localization to generalization
    Rationalism (analytic, deduction, reason, logic) is dual to empiricism (synthetic, induction, measurement)!
    Teleological physics (syntropy) is dual to non-teleological physics (entropy)
    Syntropy is dual to increasing entropy -- the 4th law of thermodynamics.
    Duality within duality = Hyperduality, duality is being conserved.

  • @peterjensen7533
    @peterjensen7533 6 років тому +1

    Surprisingly to the point and well-dosed historic perspective in regards of deduction & induction, thank you.
    I understand the point in some of the zealous comments below in favor of Aristotle and maybe Bacon is more rightly conceived as the pivot on which thinking and scientific method changed from rationalism to empiricism. Anyway, it's beyond question that Bacon by his titel "Novum Organum" referred to Aristotle's "Organon" (instrument, organ = brain) and thereby deliberately distanced himself to Aristotle's way of thinking.

  • @RichardKoenigsberg
    @RichardKoenigsberg 10 місяців тому

    very precise and well-done. Thanks.

  • @brunotvrs
    @brunotvrs 4 роки тому +1

    Aren't the premisses in the deduction examples just examples of induction, though?

  • @Roxisound
    @Roxisound 6 місяців тому

    Loved this video thank you!

  • @SophieEbrahim
    @SophieEbrahim 7 років тому

    The best explanation on youtube so far Danke schön

  • @BlackMoridin
    @BlackMoridin Рік тому

    Lol... that "you said bottom" caught me off guard 😂
    Looking at the video because of the results of my latest cognitive test. On a test calobrated for IT Technical/Business Consultants. I scored in the 87 percenile on deductive reasoning. And scored in the 99 percentile on inductive reasoning.
    I litterally had no idea what that meant 😅 and so here I am

  • @somabasu
    @somabasu 5 років тому

    Excellent video, Tom. Thanks so much. Sharing with friends too.

  • @khinemoemoe1078
    @khinemoemoe1078 6 років тому

    Thank for your simple but accurate explanation

  • @iamjaliljacksonsr
    @iamjaliljacksonsr 7 років тому

    This video helped my understanding so much. Thank you Tom!

  • @amoorebright602
    @amoorebright602 5 років тому

    So amazing you'd put it so simple for me. Much appreciated.

  • @manifold.curiosity
    @manifold.curiosity 9 років тому +2

    I wish Blake all the best, but if he was to fail it would at least provide a very good example of the weaknesses of deductive reasoning.
    Thanks for the video! These concepts are much clearer now. I still can't get my head around abductive reasoning though.

    • @tomrichey
      @tomrichey  9 років тому

      HAMISH! Always great to hear from the UA-camr from Down Under! You have any good metal to recommend as of late?

    • @tomrichey
      @tomrichey  9 років тому +1

      And perhaps abductive is something I need to check out sometime... I've heard of it but have never had cause to look into it.

    • @MendTheWorld
      @MendTheWorld 7 років тому

      Hardly so, Manifold. At ua-cam.com/video/WAdpPABoTzE/v-deo.htmlm29s , he says that IF (IF, IF, IF) the conclusion is false, then one (or more) of the premises MUST be false, assuming it's a properly structured deductive argument. This is the way that scientists design experiments to test hypotheses.... by structuring them in the form of a deductive argument, where the hypothesis being tested represents one of the premises. If the conclusion is true then--in principle--you have proved that the hypothesis is true.
      In the real world, things don't actually work out quite so nicely.... so it turns out that deductive reasoning isn't actually of much practical use, other than in philosophy class. Certainly Sherlock Holmes never had any use for it! He mostly used ABDUCTIVE reasoning.... which is reasoning to the "best" explanation. Abduction is mostly based on an "educated guess"... and the reason Sherlock Holmes was right all the time, was that Conan Doyle made it that way.

  • @MrAspy74
    @MrAspy74 8 років тому +1

    Clear and great explanation! Thanks!!

  • @agusmolfino
    @agusmolfino 8 років тому +2

    Great video! Thank you for posting. I noticed a mistake in the description. As you state in the video, Descartes' famous phrase is a deduction. You referred to induction twice in that sentence when I think you meant to refer to deduction.

  • @PaKiKiNg908
    @PaKiKiNg908 7 років тому

    Thanks for coming through on this track! you are awesome

  • @constructionreviewscentral6744
    @constructionreviewscentral6744 7 років тому

    You are my favorite chanel

  • @drummondcarmen2852
    @drummondcarmen2852 4 роки тому

    very good explanation, thanks!

  • @briangren
    @briangren 9 років тому +4

    Fantastic video! I truly enjoyed it.

    • @tomrichey
      @tomrichey  9 років тому +2

      +briangren Thank you very much!

  • @GabrielleWolfeTherapist
    @GabrielleWolfeTherapist 8 місяців тому

    This was beautifully taught. Thanks so much

  • @khushibansal7720
    @khushibansal7720 3 роки тому

    Mr Richey, if deductive reasoning uses the very generalisations one gets from inductive reasoning (which are probabilistic), how can it aim for certainty?
    Statement 1: "All men are mortal" just means "All men we've seen are mortal, thus there's a high probability that all men are mortal."
    Results deduced from this statement contain an inherent uncertainty in them, is it not so? Can we then conclude that deductive reasoning will not, in principle, give certain conclusions?

  • @munirahabdullah9100
    @munirahabdullah9100 2 роки тому

    Thanks alot .. can you plz explain the deductive ?

  • @larrypaul5317
    @larrypaul5317 7 років тому

    Nice video Tom. How do you fit abduction into this argument?

  • @LoizidesGeorge
    @LoizidesGeorge 7 років тому

    Thx ! :) Good video. Some people never came across this basic reasoning explanation....Aristotle cries every night :)

  • @ccanela28
    @ccanela28 7 років тому

    Thank you so much for this video. It really helped me in my critical thinking class.

  • @DanielMakingAVideo
    @DanielMakingAVideo 9 років тому

    Do you have to use inductive reasoning to come up with premises for deductive reasoning?

    • @davidfenton3910
      @davidfenton3910 6 років тому

      Don't ask, think it through for yourself. How could anyone say "all men are mortal"?

  • @KEvronista
    @KEvronista 5 років тому

    to cause toward an effect is to demonstrate a reliance upon inductive reasoning, so inductive reasoning is axiomatic to every debate, including the one on the validity of inductive reasoning.
    KEvron

  • @Chioma-Olive
    @Chioma-Olive Рік тому

    Straight to the point 👍👍

  • @loicjikko
    @loicjikko 7 років тому

    Great video Sir! Understandable, clearly spoken, great presentation for some of us students!

  • @janamohammed6775
    @janamohammed6775 2 роки тому

    Smart info ~Simply put ..in a nut shell ..to the point 😅🙈

  • @pololsct9086
    @pololsct9086 9 років тому

    I heard somewhere that the difference between induction and deduction is like discovery/invention :
    - deductive reasonig correspond to discovery,
    - inductive reasonig correspond to invention,
    It makes sense for me : with the deduction, as far as premises are true, the conclusion is necessary, and when premises are put together the conclusion seems obvious. It does not creat any new knowledge ; it was in a way "already here", we only had to spot it with what we have already, just like a discovery.
    But with inductions, the inference, as you said, is not sure ; one can not infer easily. But if it's true it creates a new rule about the world ("all swans are right"). This creation requires a brain's person and it does add a new knowledge. So it could be seen as an invention because there is something more, which was not there before (in our mind).
    What do you think about it ?
    Thank you for your videos ! :)
    PS : I could be not clear, I'm French and my English is sometimes.. dark ^^

  • @Alacard0malley
    @Alacard0malley 9 місяців тому

    I didn't know how much I needed Theo Von explaining smart things to me

  • @lailamnelson
    @lailamnelson 6 років тому +1

    "don't you feel stupid now if you saw the triangle" 😂😂😂😂 great video!

    • @surelock3221
      @surelock3221 3 роки тому

      After he shows the 6 dots
      Me: Ok, it's definitely a triangle now
      Reality: Star of David in an infinite mesh pattern

  • @fredelynrepoylo4714
    @fredelynrepoylo4714 7 років тому +1

    My students who are about to take for an entrance examination at a police academy are asking me if i could offer them a sort of some thorough introductory lectures on deductive and inductive reasoning to at least help them pass the xamination in any way. My knowledge and resources are limited as i am not yet a master teacher. if you could please help me on this matter i would appreciate it very much, at least a perfect ready made hand-outs with examples would be of great great help. Thank you in advance.

  • @habiballahi7579
    @habiballahi7579 7 років тому

    you are the best and you give the best explanation.++++++++++++++++++++++

  • @tinasapp6337
    @tinasapp6337 7 років тому

    I loved your video and I'm excited to share it with fellow students. Chopped full of fun info in a grate format. Thank you. I have subscribed. Tina

  • @Overthought7
    @Overthought7 4 роки тому

    Great explanation! Thanks for the vid!