- 62
- 264 410
Inductica
Приєднався 13 лис 2010
The Inductive Physics Project's mission is to make new discoveries in physics through the following process:
1. Write a theory of induction, a systematic method for proving scientific conclusions from observation with certainty.
2. Use this theory of induction to reprove all the essentials of known physics. This will allow us to look at the observations of quantum and relativistic phenomena afresh without the dubious prior assumptions inherent in the flawed theories of Quantum Mechanics and General Relativity.
3. Using a rational reconceptualization of the phenomena known to modern physics, The Inductive Physics Project will use this reformed conceptualization to make new discoveries in physics.
1. Write a theory of induction, a systematic method for proving scientific conclusions from observation with certainty.
2. Use this theory of induction to reprove all the essentials of known physics. This will allow us to look at the observations of quantum and relativistic phenomena afresh without the dubious prior assumptions inherent in the flawed theories of Quantum Mechanics and General Relativity.
3. Using a rational reconceptualization of the phenomena known to modern physics, The Inductive Physics Project will use this reformed conceptualization to make new discoveries in physics.
How Multiplication by Fractions Could Have Been Invented
www.patreon.com/inductica
x.com/inductica
inductica
Inductica.org
U1.15: ua-cam.com/video/wcypcU_mNhY/v-deo.html
U1.19: ua-cam.com/video/YP3ZV0FD3M4/v-deo.html
U1.14: ua-cam.com/video/3SXqhGrmEbk/v-deo.html
U1.13: ua-cam.com/video/HncGwwytlYM/v-deo.html
U1.16: ua-cam.com/video/wcypcU_mNhY/v-deo.html
U1.17: ua-cam.com/video/YP3ZV0FD3M4/v-deo.html
U1.18: ua-cam.com/video/YP3ZV0FD3M4/v-deo.html
U1.20: ua-cam.com/video/tmDJ5fG6DmA/v-deo.html
Visuals that were not my own were provided by Chat GPT or Wikimedia Commons.
00:00 Introduction
00:30 U1.21: Motivation 1
03:03 U1.21: Question 1
03:10 U1.21: Investigation 1
06:04 U1.21: Motivation 2
07:44 U1.21: Question 2
07:49 U1.21: Investigation 2
09:53 U1.21: Conclusion
10:20 U1.22: Motivation
11:20 U1.22: Question
11:26 U1.22: Investigation
16:23 U1.22: Conclusion
16:43 Closing Remarks
17:21 Explanation of the Inductive Physics Project
18:20 Exclusive Lecture Offer
Edited by @BitMoreCreative
x.com/inductica
inductica
Inductica.org
U1.15: ua-cam.com/video/wcypcU_mNhY/v-deo.html
U1.19: ua-cam.com/video/YP3ZV0FD3M4/v-deo.html
U1.14: ua-cam.com/video/3SXqhGrmEbk/v-deo.html
U1.13: ua-cam.com/video/HncGwwytlYM/v-deo.html
U1.16: ua-cam.com/video/wcypcU_mNhY/v-deo.html
U1.17: ua-cam.com/video/YP3ZV0FD3M4/v-deo.html
U1.18: ua-cam.com/video/YP3ZV0FD3M4/v-deo.html
U1.20: ua-cam.com/video/tmDJ5fG6DmA/v-deo.html
Visuals that were not my own were provided by Chat GPT or Wikimedia Commons.
00:00 Introduction
00:30 U1.21: Motivation 1
03:03 U1.21: Question 1
03:10 U1.21: Investigation 1
06:04 U1.21: Motivation 2
07:44 U1.21: Question 2
07:49 U1.21: Investigation 2
09:53 U1.21: Conclusion
10:20 U1.22: Motivation
11:20 U1.22: Question
11:26 U1.22: Investigation
16:23 U1.22: Conclusion
16:43 Closing Remarks
17:21 Explanation of the Inductive Physics Project
18:20 Exclusive Lecture Offer
Edited by @BitMoreCreative
Переглядів: 37
Відео
How Addition and Subtraction of Fractions Could Have Been Developed
Переглядів 20716 годин тому
www.patreon.com/inductica x.com/inductica inductica Inductica.org U1.15 Fractions: ua-cam.com/video/wcypcU_mNhY/v-deo.html U1.19 Simplification of Fractions: ua-cam.com/video/YP3ZV0FD3M4/v-deo.html U1.11 Addition: ua-cam.com/video/s8NmuDjgtkM/v-deo.html U1.12 Subtraction: ua-cam.com/video/AKKgQPFhMs4/v-deo.html U1.18 Simplification of Improper Fractions: ua-cam.com/video/YP3ZV0FD3M...
How Multiplication and Simplification of Fractions Could Have Been Developed
Переглядів 15214 днів тому
www.patreon.com/inductica x.com/inductica inductica Inductica.org Citations (in order of appearance): U 1.13: Multiplication of Arabic Numerals: ua-cam.com/video/HncGwwytlYM/v-deo.html U 1.15: Fractions: ua-cam.com/video/wcypcU_mNhY/v-deo.html U 1.14: Long Division of Arabic Numerals: ua-cam.com/video/3SXqhGrmEbk/v-deo.html U 1.16: Perfect Long Division: ua-cam.com/video/wcypcU_mNh...
How Fractions Could Have Been Invented
Переглядів 37121 день тому
www.patreon.com/inductica x.com/inductica inductica Inductica.org #mathproof #philosophyofmathematics #historyofmathematics 1.8: Division of Roman Numerals ua-cam.com/video/1mceW9UXK0U/v-deo.html U1.13: Arabic Numeral Multiplication ua-cam.com/video/HncGwwytlYM/v-deo.html U1.14: Arabic Numeral Division ua-cam.com/video/3SXqhGrmEbk/v-deo.html A Validation of Knowledge, Pisaturo, Mar...
How the Long Division Algorithm Could Have Been Developed
Переглядів 14728 днів тому
www.patreon.com/inductica x.com/inductica inductica Inductica.org U1.8: Division of Roman Numeralsua-cam.com/video/1mceW9UXK0U/v-deo.html U1.12: Arabic Numeral Subtraction ua-cam.com/video/AKKgQPFhMs4/v-deo.html U1.13: Arabic Numeral Multiplication ua-cam.com/video/HncGwwytlYM/v-deo.html #mathproof #philosophyofmathematics #Historyofmathematics Visuals that were not my own were pro...
How Modern Multiplication Could have Been Invented
Переглядів 211Місяць тому
www.patreon.com/inductica x.com/inductica inductica Inductica.org #mathproof #philosophyofmathematics #historyofmathematics Prior Induction Videos Cited: U1.11: Arabic Numeral Addition ua-cam.com/video/s8NmuDjgtkM/v-deo.html U1.7: Multiplication of Roman Numerals ua-cam.com/video/Q_Ipi2jGFnA/v-deo.html U1.10: Arabic Numerals ua-cam.com/video/sI51JLeVgYI/v-deo.html Visuals that were...
How Modern Subtraction Could have Been Invented
Переглядів 508Місяць тому
www.patreon.com/inductica x.com/inductica inductica Inductica.org #mathproof #philosophyofmathematics #Historyofmathematics Visuals that were not my own were provided by Chat GPT or Wikimedia Commons. 00:00 Introduction 0:24 Motivation 0:50 Question 0:57 Investigation 4:16 Conclusion 5:02 Closing Remarks 5:30 Explanation of the Inductive Physics Project 6:29 Exclusive Lecture Offer...
How Modern Addition Could have Been Invented
Переглядів 407Місяць тому
www.patreon.com/inductica x.com/inductica inductica Inductica.org #mathproof #philosophyofmathematics #historyofmathematics U1.10: Arabic Numerals ua-cam.com/video/sI51JLeVgYI/v-deo.html U1.5: Addition of Roman Numerals ua-cam.com/video/w64H2JymQTA/v-deo.html U1.2: Counting and Number Words ua-cam.com/video/FdgGO7aEHck/v-deo.html Visuals that were not my own were provided by Chat G...
The Stagnation of Modern Physics and Its Cure
Переглядів 558Місяць тому
www.patreon.com/inductica x.com/inductica inductica Inductica.org #physics #philosphy #philosophyofscience
How Our Modern Number System Could Have Been Invented
Переглядів 4992 місяці тому
How Our Modern Number System Could Have Been Invented
Why Were Negative Numbers and Zero Invented?
Переглядів 6182 місяці тому
Why Were Negative Numbers and Zero Invented?
Re-Inventing Long Division From Scratch
Переглядів 7822 місяці тому
Re-Inventing Long Division From Scratch
How Multiplication Could Have Been Invented #mathproof #romannumerals #historyofmathematics
Переглядів 13 тис.3 місяці тому
How Multiplication Could Have Been Invented #mathproof #romannumerals #historyofmathematics
Why the Magnetic Force is Perpendicular to the Magnetic Field
Переглядів 10 тис.3 місяці тому
Why the Magnetic Force is Perpendicular to the Magnetic Field
How Subtraction Could Have Been Invented
Переглядів 4273 місяці тому
How Subtraction Could Have Been Invented
Philosophical Issues in Modern Physics
Переглядів 6363 місяці тому
Philosophical Issues in Modern Physics
How Addition Could Have Been Invented
Переглядів 3203 місяці тому
How Addition Could Have Been Invented
How Roman Numerals Could Have Been Invented
Переглядів 3594 місяці тому
How Roman Numerals Could Have Been Invented
How Mathematics Could Have Been Invented
Переглядів 2 тис.4 місяці тому
How Mathematics Could Have Been Invented
The Philosophers Behind Flawed Physics
Переглядів 2,2 тис.5 місяців тому
The Philosophers Behind Flawed Physics
Feynman is Everything Wrong With Modern Physics
Переглядів 10 тис.5 місяців тому
Feynman is Everything Wrong With Modern Physics
Access the Rest of "An Inductive Summary of Physics" on Patreon
Переглядів 2805 місяців тому
Access the Rest of "An Inductive Summary of Physics" on Patreon
The Physical Meaning of the Cross Product and Dot Product
Переглядів 36 тис.5 місяців тому
The Physical Meaning of the Cross Product and Dot Product
The Biggest Question Physicists Aren’t Asking
Переглядів 139 тис.6 місяців тому
The Biggest Question Physicists Aren’t Asking
Discussing "A Validation of Knowledge" With Ron Pisaturo: Part 2: on Hierarchy
Переглядів 421Рік тому
Discussing "A Validation of Knowledge" With Ron Pisaturo: Part 2: on Hierarchy
Discussing "A Validation of Knowledge" With Ron Pisaturo: Part 1: on Hierarchy
Переглядів 584Рік тому
Discussing "A Validation of Knowledge" With Ron Pisaturo: Part 1: on Hierarchy
16:58 WTF do you mean? How is adding fractions together by commutativity going to help you prove the existence of a physical phenomenon such as electromagnetism?
16:00 you can simply say: "three four times" 3+3+3+3=12
9:45 You didn’t need to test this. All fractions are identical to whole numbers in multiplication. You were multiplying them already because of this principle. They act as numbers, like 100 is 100/1; 50 can be 50/1 or 100/2, etc. The premise that multiplication is addition, this is covered by addition. Its just adding. Its taking you a year to finishing adding units together, and I don't believe you are aware that this is just adding...
I don't think your argument on its own is sufficient to prove commutativity, but let's say it was. The method of induction requires us to at least explicitly state our reasons (as you just have) for coming to a conclusion before coming to it, not just assuming it is obvious. Even if it is (and sometimes it is) we must explicitly state the reason for arriving at that conclusion before proceeding.
@Inductica You need to explain that to yourself. Please be honest and review your comment sections. People tell you this doesn't follow and that is just intuitive, and so on. Now, honestly, I see your comments too, from your more loyal fans, and they need your work. I see that now. I respect that. I feel I assume too much background knowledge which was taught to me at a young age that was not available to others until much later. So maybe my current words, without the due background, are not enough on their own for you go move from one to another, but I promise they are. I would honestly love to like set up a system of back and forth to work on this for all levels. Whether that's live, or just response videos or letters we write each other lol. (I'll explain the math in a new comment)
@@Inductica The notation of multiplication reads: X sets of Y, and this is such that X sets of Y is the same as Y sets of X. This is demonstrated with a times table. The table can be written left to right and the set down, so vice versa, there is no effect because there is only the number of times you add, which only has 1 result. So 12 × 3/4 is 12 sets of 3 out of four, which is 3 12 times, and 4 12 times.
7:07 Up to this point so far, you have repeated, essentially, "feels". I think you stopped doing math in episode 1, and its been feelings and single-serving examples since then. I watch people comment "How intuitive" and you respond that its not supposed to be. I think you think an example, being concrete, means inductive, but inductive requires all of human knowledge to defend it, you have single examples that fail half of the simplest tests for generalizablity
@@ExistenceUniversity Though I don’t think your comment was meant in the spirit of productive debate, I will respond to it as though it was for the sake of the rest of my audience. It is true that a true induction requires an integration of the sum total of all of one’s knowledge. However, this is of course impractical in a self contained work such as this one, meant to quickly and efficiently reprove some ideas. The way to think of this is the following: if one’s experience with mathematics were only the concretes presented in this work, what conclusions would be valid in that (admittedly limited) context of knowledge? It is true that further experience would require broader integrations than are presented here, but such further experience would simply involve an inductive presentation of its own. An induction, however limited, is always valid in its own context of knowledge (so long as proper inductive methods were used.) This is the case even if that context does not include certain concretes which are currently known in the field. If those concrete are important to one’s overall goals, one simply adds a further inductive unit covering the discovery of that thing (so long as the prerequisites for that discovery have been provided in the narrative so far.)
5:00 Excuse me... wtf 100/600 is too hard, let's simplify divides 100 anyways This is a prank right. Why is this still going. Can I give you advice yet or are we still angrypants
advice anyways: 1) UA-cam is a bad place for a slow weekly series. The subscribers you have today (this goes for ALL youtubers) watched 1-2 videos, thought your stuff was cool and subbed. They get bored of the same stuff after a while and so they stop watching, they don't unsub, just don't watch. They will come back, but if you want to get that 1 out of 10 each week you cannot expect the audience from last week or last month to come back. Freshness is key. A set series is good, but if it is all you have, you will find your videos diminishing over time. 2) Saturday morning is a terrible time for math and science videos. The key times are Tues-Thursday, around noon (kids are trying to complete their homework before class starts lol).
It literally never ends
This example is particularly interesting, again from the inductive perspective: it illustrates how trivially simple an idea can get when looked at from an inductive perspective, versus how obscure and mystical it looks when taught mechanically. Relatively speaking, I expect fraction multiplication and division to be less simple inductively.
@@juanmanuelmunozhernandez7032 I’m working on a way to make it almost as simple right now!
I was blocked on arithmetic for fractions for quite a while in school. I was in a Montessori-like public school. Once I managed to unblock myself, I was able to do pretty well in math. I really could have used this approach, then.
@@BuckPowers interesting; what specifically blocked you? What ended up getting you past it?
I recall learning everything backwards in school. First they taught the mechanical process, then they wanted the student to do "word" problems about reality. The teacher focused on given formulas and following the mechanical technique while ignoring the importance of the reality based word problems as if those were not important.
Yeah, we need an inductive math curriculum.
I agree. The system is designed for the convenience of the mediocre, hard as it sounds. The mediocre teacher who doesn't want to do the hard part of his job, which is figuring out the best way to help students integrate the knowledge. And the mediocre student who would rather follow instructions than explore ideas actively.
@@juanmanuelmunozhernandez7032 that’s a good way to put it. I remember that when I was in first grade, I would come up with all kinds of personal methods of doing arithmetic in my head. My teachers would tell me that I had to show my work, which of course is a good idea, since thinking on paper is a valuable skill, but they wouldn’t give any reasons, so I thought it was just one more way they were trying to get me to prevent me from thinking.
@@juanmanuelmunozhernandez7032 Calling everyone mediocre is incredibly condescending. It also shows zero empathy and zero understanding. As an elementary school teacher I have an hour and a half each day, usually interrupted, to teach thirty kids of varying abilities the math lesson. Sometimes these kids are hungry, sometimes they're sleepy, sometimes they're stressed because their parents are fighting or their best friend isn't their best friend anymore, etc... Take all of that and then realize that I have a pacing guide. If Suzie doesn't understand how to add fractions, we have to move on without her. There's no other possibility. I am not allowed to take 4 days to teach Aydin, Aiden, and Ayden to think critically about how this applies to calculating the perimeter of a shape with sides of a fractional length. They need to grasp the method, apply it to get the correct answer, and move on. That does not make them, or me, mediocre. Jerk.
you gotta realize, the elimination of the Aether was political its a question of why is there something rather nothing, what creates reality, well you already know that answer when you 'draw' a 3d objection in the medium of 3d software program to create the reality of a video game what was necessary to generate both that medium space and object on which you drew upon? Processing
complementary: vector product definition by levi chivita simbols
Hi! I appreciate your work a lot. Can you please give your thoughts on this interview? ua-cam.com/video/7oWip00iXbo/v-deo.html It seems revolutionary.
You might like the Three Body Problem science fiction series or what I like to call "science horror" for physicists.
I enjoyed the Netflix series, but I get the sense that the book is better, since it will lack the annoying post-modern elements that the show has.
You need a rational limit to length contraction otherwise you get ladder paradoxes and Chuck Norris paradoxes. Aether is absolutely necessary for mental sanity although I haven't found a practical use for it.
This is all interesting but I won't take either modern physics or the ethereal mechanics people seriously until they start inventing stuff.
@@DaveElectricfair enough. That’s the long term plan.
Completely right. Never gave fractions this much thought. Working my way through Bacon still, but can’t wait to review your book that describes your inductive method in detail.
@@CausalDiscoveries wooooo! Let me know if you want to discuss Bacon!
Around 11:58..."12 times 8 is 92". How about 96?
I'm picturing the idea of teaching these things by having children play along as a Babylonian market with coins and so on, in order to motivate them to care about doing these.
Oh that would be fun! Kids love doing adult things like buying things and making change.
I love this video its really good
At this point I'm seriously considering exposing teenage students to your content, and maybe you should consider it as a target audience as well. Here's why: I try to teach them some advance concept, e.g. limits. They struggle with the idea, but they can see the point. Then, when actually solving a limit, they freeze. I realise it's because they're not confident with algebraic manipulations. So maybe it's using symbols for variables and unknowns what they don't get. I go back to this idea and see they're comfortable enough with it. And what I always end up finding is that they're not sure what algebraic manipulations they're "allowed" to do. In other words, they don't have a solid grasp of arithmetic operations, their meaning, their properties, or the fact that this whole stuff isn't about what they're "allowed to do", but what they WANT to figure out and what it TAKES to do it. So then, when they're dealing with the sophisticated version of arithmetic (aka powers, radicals, brackets and so on), all of those deficiencies fall through. Even though this content is aimed at teaching the inductive method inductively, the yields of applying the inductive method to basic arithmetic can be invaluable to students. Cheers
I have found the same thing when tutoring!
Energy is All. Energy waves. Waves generate bio-electro-magnetic fields of influence. Peripheral attention = wave like Focused attention = particle like Peripheral attention (Intuition) recognizes possibilities with potential for actualization. Focused attention collapses the probabilistic wave function of infinite possibilities into one actuality. The one all-encompassing principle of Nature is 'pressure mediation'. 0. Hermaphroditic di-electric null point/plane of conversion (Psyche, Energy). 1. Masculine electric centripetal convergence (Mind, Potential). 2. Feminine magnetic centrifugal divergence (Heart, Actual). 3. Androgynous electromagnetic current (Will, Power, Parsing). Gravity = Di-electric inductive acceleration toward mutual null point of conversion. When the Mind inspires, the Heart aspires and the Will conspires (combines). Go to sleep with a compelling quest-i-on (Adam), wake up with a compelling answer (Eve). Genesis 42:18 - "Do this and live (an inspired Life)."
Zero was invented by Brahmagupta (India 7c), there wasnt any mathematician named "Algamesh", therefore this video is scam
This is meant as a fictional history to demonstrate the process of discovery in a way which is easy to understand.
@Inductica ok, so where are some information that this is fiction?
@@Skrajne_centrumIt is mentioned in all of the longform videos.
@@Inductica and you see no problem with it?
He loves numbers so much that he named his six children 1,2,3... lol
5, 8, 13?
@@Oysters176 Haha, what?
@@Inductica That's not the pattern~? I was sure that's the pattern Poet was going with~
Seeing if I have this: Contact-to-acceleration time would be efficiently/passively conditioned by the nature of the materials and formal construction of the entities in collision. Some (possibly very little, or quite a lot) of the energy of the collision will be diverted to deformation/heat and possibly consequently chemical reactions or fusion/fission.
That is correct, except I'm not sure how fusion or fission would come in.
@@Inductica Would a collision with a sufficient quantity of energy not overcome the forces binding together the particles of the nuclei of some or all of the constituent atoms of one of the entities in collision? Or possibly cause nuclei to fuse?
Is necessitation distinct from conditioning? If not, is that a word Dr. Pierson would prefer for this concept?
Haha, necessitate simply means, "constituting all the factors which condition a thing."
Regarding the proposition that the ether carries the force of gravity in wavefront shells emanating from the Sun: In reacting to gravity, does the Earth consume something (e.g. momentum) from the ether shell (or the succession of them that intersect the Earth during traversal) such that successive ether shells (manifesting the wave peak moving away from the Sun) have less of it? Or perhaps does it impart momentum in the opposite direction to its pull toward the Sun? Would this be testable, say during a planetary alignment?
This does not happen. The experiment has already been done implicitly. When a man-made satilige is over the dark side of the earth, it's gravity is not significantly change because it is being blocked from the sun's gravity. This is a very good point: gravity must not be an emission, it must be a contiguous set of relationships through a medium which passes right through bodies.
@@Inductica Hmmm. Entertaining this proposal further: In the scenario I describe, would the orbiting satellite not be in a dynamic equilibrium, effectively exchanging opposite quantities at opposition and conjunction? Would the magnitude of this effect not be very tiny, given the relative mass of the satellite to that of earth? (It thereby "consuming"/"re-emitting" very little of the available gravitational energy, converting it to a change in momentum.) (I'm not necessarily attracted to this notion. Just trying to give it due consideration. I think you're correct that the satellite should show a greater displacement effect than a more distant and more massive planet, if such an effect exists. But might be small, and largely offset by the Earth's own effects on the ether.)
Wrestling with some of points of the conversation: Unless I'm misunderstanding, Ron seems to be wondering if a static equilibrium is distinct from a formal conditioning relationship. The conditioning connections between the sides of a right triangle are formal (as it's a non-material abstraction). The "static" relationships between physical entities exerting opposing forces on each other (resulting in a net-null action) are distinct from the formal conditioning connections between the properties of the right triangle. Are there actual formal conditioning connections among physical entities? The right triangle example is illuminating, but has the disadvantage (for the resolution of this particular confusion) of not actually being physical (no actuality or potentiality of force). Hmm. I suppose the wicker fence demonstrates this. But the key is that no actual force is at play for the formal conditioning, only potential. Is material conditioning actually material causation at the scale of the constituent entities (e.g. molecules/atoms/baryons/quarks)? Does conditioning only pertain to potentiality of force, and causation to actual force?
Conditioning applies to all of the cases you mentioned here, because all are static. A force is a static relationship. A change in a force is an action. Does that answer your question?
@@Inductica So a constant force producing acceleration of an entity is a static relationship?
I’ve done some subset of this before. But this is so well worked out. What a great set of tools you’re building! Thank you, James.
You are so welcome!
Frakmar was so disappointed after the audition. Baar just had the character down.
In year MCMLXXXIV they put me in a forced labour camp with advanced Maths (and the college Physics prize) my bad I mean 1984
awesome explanation
To the person who invented zero....thanks for nothing!
Hahah!
Ai picture 😮💨
Very cool
Arabic numerals
@@Hamza-b2q yes.
I will binge-watch the series after its completed. Good luck
@@unifiedpsychology haha, you’ll be waiting a few years.
Numbers seem so intuitive and universal to us that it’s hard to believe there was a time when they had to convert numerals
This is one of the things we experience when reproving math over again!
great visual and instinctive explanation. Thanks a lot for your effort.
Thank you, though I try not to make the explanation instinctive, rather, I try to connect the ideas to observations.
When I took Astronomy and Physics in college, it was one of my favorite classes. I was a litte appalled when my Prof asked me if he should bother to go over quantum theory, which was what I did my research paper on versus the Bohr model etc. If it’s outdated I don’t really see much point. I guess it helps to understand our past but could limit us.
I had no idea how the carrying was explained in division. It's always amazing how clearly you can grasp things inductively and how often it is almost avoided to be explained so in school.
Excellent!
Love this video. 29:54… Maybe could’ve saved time and paper to use your proof that anything can go backward any number of spaces to help prove that anything can go forward any number of spaces by first using your first rule to swap any number to the front and from there to anywhere else. E.g. step 1: (a b c…) p q… x y z = p (a b c…) q …. x y Step 2: use your move backward anywhere proof to move p anywhere from there.
Ohhh! Elegant!
Errata: At 20:45: 20 * 10 = 200; not 900.
What a divisive topic.
I don't know if our nation can handle even MORE division!
The purpose cum criterion of proof of all knowledge SHOULD be: PRACTICAL SUSTENANCE OF EVIL FREE LIFE ON THIS EARTH. EVIL, thereby, is defined exhaustively as DISASTERS (earthquakes, volcanos, floods, droughts, storms, accidents), PREDATION (human and animal), DISEASES (including all birth defects, all weapons manufacture, all violence) and DEATH. This implies there MUST EXIST a correspondence between the events inside the earth that cause the development of PLANTS from soil and subsequent delivery and sustenance of living beings (animals and humans) on its own surface through them. This means all 4 fundamental arithmetic operations (+ × ÷ -) correspond to unique type of particle interactions inside the earth. Hence, in order to be able to achieve the above goal of all knowledge, we MUST first find out the particle types each DIGIT we use when we make calculations in our minds (NOT the supposed electrons in the BITS of the chips we manufacture ourselves) correspond to and the unique interactions among them that we separate as the 4 basic arithmetic operations. Otherwise we are following some rules because they work, without any idea as to where they would lead us to. Unless we discover what particles DIGITS correspond to, and what interactions among them the 4 basic operations we all accept as absolute truth represent, we are sailing in uncharted waters with no destination in mind.
When multiplying 0 to 1 ratio, you are really explicitly stating end quotient of a fraction without the actual fraction, as 1 is the whole (.5)(1*n) = half the n value, every time. It's kind of like division without needing the other proportions, it loses ordering information with the other half, because times is a statement about what's being operated on rather than what will be the result of fractional measure of both proportions (you are instead explicitly stating what one proportion is, without having to reference the second proportion in the fraction, you are just saying "this proportion occurs half the length of n", where the second proportion is not needed in this derivation). It loses ordering information of the whole fraction (n over undefined set of dimensions), you lose the ability to get the values and relationships within the denominator, which doesn't allow you to climb back down that ladder do to the loss of temporal sequential data, the ability to point in 2 directions (fraction direction (n/? or ?/n = directional pivot for proportion of focus)).
Good stuff dude
This video was pretty epic. By doing this longer inductive proof, I got a more direct view on what an inductive proof is looking to achieve (too short a proof seems to lead you nowhere as the step is too short to put your knowledge gain into perspective, I think). I'm sure others will see it too. Something that's struck me as surprising is that the distributive rule hasn't shown up while proving modern multiplication. I guess it's just a different inductive path to the same conclusion, which is an important point to make too!
@@juanmanuelmunozhernandez7032 that’s an interesting thought. The distributive property was already implicitly used in this video: 4*45=4(40+5)=4*40+4*5. This was based on its implicit use in Roman multiplication.
@@Inductica I was gonna say it's almost like a self-evident piece of knowledge but we shouldn't do that. It's like a bonus observation along the way. Talk to you on Friday!
Normally Multiplication is defined as Repeated Addition. But this is untrue for values less than 1.00. So what should its definition be? And try to order these from first to last (Really think if what is commonly taught is correct or not) Addition, Subtraction, Multiplication and Division.
@@jaydenwilson9522 at this point, understanding it as repeated addition is fine, since fractions have not yet been invented in this inductive narrative yet.
@@jaydenwilson9522 that being said, even once we have fractions, I think repeated addition (and sometimes only partial additions) is still a good definition of multiplication.
The defining characteristic of many mathematical concepts oftentimes depends on the context, while those different definitions are still compatible with one another. The fact that by expanding the concept of numbers you sometimes re-define operations does not invalidate the previous definition, which remains true in its context but can now be viewed in a new, extra way if framed from a new context. We have expanded our knowledge rather than replacing it with a more accurate version of itself. (The above being said, I agree with @Inductica that multiplying fractions is repeated addition, plus one division.)
@ very well said.
This is a worse self immolation than Whitlam. They began with less than a third of the electoral, they needed to win voters to survive. But, _unfathomably,_ they piss off everyone, except Landlords, the bourgeois sisterhood, and uni students (who today are increasingly middle class). You won’t believe this because your’e pretty much a Friendly Jordie in his 50s, but this govt is hated _more_ than ScoMo, so much so they’ll put a ghoul line Voldemort in The Lodge. I still find it a political facial, I still can’t swallow.
There is so much to unpack. You are right about the ether. It is involved from gravity to leptons. You are right about the ignoring underlying causes today. Especially when it can lead to new science. But there are other causes of stagnation or lack of innovation. To get ideas, theories, accepted you need letters behind your name or connection to an institution. This is understandable. But when straight-up science is presented to provide an explanation of an observation and rejected -- it is wrong. An adjunct theory to space-time, D-space, provides needed answers with simple connections. Luminescent ether had no properties. The one presented in this new theory does, only a couple. Einstein in a dissertation at University of Leiden in 1920 mentioned 'gravitational ether'. I believe his works are based on ether. But seeing what happened with the Michelson-Morley experiment (MMX), including it in his works would have made him a peria. He was able to use time as a crossover between his new GR and ether -- time dialetion. The ether caused this effect and also length contraction. The latter Lorentz provided calculations for in defense of MMX that showed there could be an ether. Einstein saw the values in these concepts and they became part of the basses for GR. Yes, ignoring simple principles developed before and verified many times has become a huge problem for physicist while they slip into indefensible positions. Physicist are not interested in underlying causes even if new science and explanations can be found.