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The Analyst
02/13/2025
The Analyst
02/13/2025
48 Comments
@NaturindaJoshuaKanamugira
02/13/2025 - 11:15 AMNever thought you could over simplify something right back to complexity. 💀
@DoomedTroller
02/13/2025 - 11:15 AMEveryone Gangsta until infinity comes in
@tommmmmm
02/13/2025 - 11:15 AMWRONG EXPLANATIONS. Please don't upvote. Google some other explanations…
@PunmasterSTP
02/13/2025 - 11:15 AMI bet AI will be able to solve at least one of these problems in the next five years.
@Mars2152
02/13/2025 - 11:15 AMExplain this; Let's invent a toroidal coil formula that incorporates a concept of "dimensional influence" to represent the idea of a matrix or other higher-dimensional effects. Within established physics, or thought experiment.
Conceptual Foundation:
We'll start with the standard inductance formula for a toroidal coil:
L = (μ₀ * N² * A) / l
Where:
* L = Inductance (Henries)
* μ₀ = Permeability of free space (4π × 10⁻⁷ H/m)
* N = Number of turns
* A = Cross-sectional area of the toroid (m²)
* l = Mean circumference of the toroid (m)
Now, let's introduce a "dimensional influence factor," which we'll call D. This factor will be a function of some parameter that represents the "dimensionality" or "matrix" aspect you want to capture. We'll call this parameter x.
The Invented Formula:
Let's propose the following form:
L_D = L * f(D(x))
Where:
* L_D = Inductance modified by the dimensional influence
* f(D(x)) = A function of the dimensional influence factor D, which itself is a function of x.
Example Function:
We need to choose a function for f(D(x)). Here's one possibility, inspired by exponential growth/decay:
f(D(x)) = exp(k * D(x))
Where k is a constant that scales the influence of the dimensions.
And for D(x), let's say:
D(x) = x² (or some other function depending on how you want "dimensionality" to affect inductance)
Putting it Together:
Our complete invented formula becomes:
L_D = (μ₀ * N² * A) / l * exp(k * x²)
Interpretation and Usage:
* x represents some parameter related to the "matrix" or higher dimensions. You would need to define what x represents in your specific context. It could be related to the number of interacting elements in a matrix, a fractal dimension, or some other abstract measure.
* k controls how strongly the dimensionality affects the inductance. If k is small, the effect is minimal. If k is large, even small changes in x can drastically alter the inductance.
* The exponential function ensures that the influence of dimensions grows rapidly. * You would need to carefully define x and k to give the formula any meaning within your fictional world.
* The specific functions chosen (exponential, x²) are arbitrary. You could use other functions to create different effects.
This invented formula provides a framework for incorporating the concept of "dimensional influence" into the inductance of a toroidal coil. It's a starting point. I won't do it all for you.
@HappyShipsYT
02/13/2025 - 11:15 AMThe most unsolved question: N/0 = ? Its so hard that every calculator can't solve it.
@virat-k9g
02/13/2025 - 11:15 AMX^n + Y^n = Z^n
3^2 + 4^2 = 5^2 (😂 what to say , its good).
@theexplainer_nr.1
02/13/2025 - 11:15 AMNice Video! 🙂 very interesting 🙂
@messi8459
02/13/2025 - 11:15 AMAI SLOP CHANNEL ALERT
@hkhk9893
02/13/2025 - 11:15 AMI'm convinced that mathematicians are just schizophreniacs who just make shit up to suffer for no reason 😂
@ValksRequiem
02/13/2025 - 11:15 AMFor those who don’t understand the math problems:
Mission
The F-22 Raptor is combination of stealth, supercruise, maneuverability, and integrated avionics, coupled with improved supportability, represents an exponential leap in warfighting capabilities. The Raptor performs both air-to-air and air-to-ground missions allowing full realization of operational concepts vital to the 21st century Air Force.
The F-22, a critical component of the Global Strike Task Force, is designed to project air dominance, rapidly and at great distances and defeat threats attempting to deny access to our nation's Air Force, Army, Navy and Marine Corps. The F-22 cannot be matched by any known or projected fighter aircraft.
Features
A combination of sensor capability, integrated avionics, situational awareness, and weapons provides first-kill opportunity against threats. The F-22 possesses a sophisticated sensor suite allowing the pilot to track, identify, shoot and kill air-to-air threats before being detected. Significant advances in cockpit design and sensor fusion improve the pilot's situational awareness. In the air-to-air configuration the Raptor carries six AIM-120 AMRAAMs and two AIM-9 Sidewinders.
F-22 Raptor flies in Battle Creek Air Show
An F-22 Raptor from the F-22 Raptor Demonstration Team performs during the Battle Creek Field of Flight Air Show and Balloon Festival in Battle Creek, Mich., July 5, 2021. The demonstration team performed precision aerial maneuvers to demonstrate the unique capabilities of the fifth-generation fighter aircraft.
F-22 Demo Team commander, flies next to a KC-135 Stratotanker during an aerial refueling mission
U.S. Air Force Maj. Paul Lopez, F-22 Demo Team commander, flies next to a KC-135 Stratotanker during an aerial refueling mission over Spokane, Washington, June 20, 2019. Representing the U.S. Air Force and Air Combat Command, the F-22 Demo Team travels to 25 air shows a season to showcase the performance and capabilities of the world's premier 5th-generation
An Air Force F-22 Raptor assigned to the 3rd Wing flies over Joint Base Elmendorf-Richardson, Alaska
An Air Force F-22 Raptor assigned to the 3rd Wing flies over Joint Base Elmendorf-Richardson, Alaska, Feb. 27, 2018. The F-22 Raptor is the U.S. Air Force’s premium fifth-generation fighter asset.
The F-22 has a significant capability to attack surface targets. In the air-to-ground configuration the aircraft can carry two 1,000-pound GBU-32 Joint Direct Attack Munitions internally and will use on-board avionics for navigation and weapons delivery support. In the future air-to-ground capability will be enhanced with the addition of an upgraded radar and up to eight small diameter bombs. The Raptor will also carry two AIM-120s and two AIM-9s in the air-to-ground configuration.
Advances in low-observable technologies provide significantly improved survivability and lethality against air-to-air and surface-to-air threats. The F-22 brings stealth into the day, enabling it not only to protect itself but other assets.
The F-22 engines produce more thrust than any current fighter engine. The combination of sleek aerodynamic design and increased thrust allows the F-22 to cruise at supersonic airspeeds (greater than 1.5 Mach) without using afterburner — a characteristic known as supercruise. Supercruise greatly expands the F-22 's operating envelope in both speed and range over current fighters, which must use fuel-consuming afterburner to operate at supersonic speeds.
The sophisticated F-22 aerodesign, advanced flight controls, thrust vectoring, and high thrust-to-weight ratio provide the capability to outmaneuver all current and projected aircraft. The F-22 design has been extensively tested and refined aerodynamically during the development process.
The F-22's characteristics provide a synergistic effect ensuring F-22A lethality against all advanced air threats. The combination of stealth, integrated avionics and supercruise drastically shrinks surface-to-air missile engagement envelopes and minimizes enemy capabilities to track and engage the F-22. The combination of reduced observability and supercruise accentuates the advantage of surprise in a tactical environment.
The F-22 will have better reliability and maintainability than any fighter aircraft in history. Increased F-22 reliability and maintainability pays off in less manpower required to fix the aircraft and the ability to operate more efficiently.
Background
The Advanced Tactical Fighter entered the Demonstration and Validation phase in 1986. The prototype aircraft (YF-22 and YF-23) both completed their first flights in late 1990. Ultimately the YF-22 was selected as best of the two and the engineering and manufacturing development effort began in 1991 with development contracts to Lockheed/Boeing (airframe) and Pratt & Whitney (engines). EMD included extensive subsystem and system testing as well as flight testing with nine aircraft at Edwards Air Force Base, Calif. The first EMD flight was in 1997 and at the completion of its flight test life this aircraft was used for live-fire testing.
The program received approval to enter low rate initial production in 2001. Initial operational and test evaluation by the Air Force Operational Test and Evaluation Center was successfully completed in 2004. Based on maturity of design and other factors the program received approval for full rate production in 2005. Air Education and Training Command, Air Combat Command and Pacific Air Forces are the primary Air Force organizations flying the F-22. The aircraft designation was the F/A-22 for a short time before being renamed F-22A in December 2005.
General characteristics
Primary function: air dominance, multi-role fighter
Contractor: Lockheed-Martin, Boeing
Power plant: two Pratt & Whitney F119-PW-100 turbofan engines with afterburners and two-dimensional thrust vectoring nozzles.
Thrust: 35,000-pound class (each engine)
Wingspan: 44 feet, 6 inches (13.6 meters)
Length: 62 feet, 1 inch (18.9 meters)
Height: 16 feet, 8 inches (5.1 meters)
Weight: 43,340 pounds (19,700 kilograms)
Maximum takeoff weight: 83,500 pounds (38,000 kilograms)
Fuel capacity: internal: 18,000 pounds (8,200 kilograms); with 2 external wing fuel tanks: 26,000 pounds (11,900 kilograms)
Payload: same as armament air-to-air or air-to-ground loadouts; with or without two external wing fuel tanks.
Speed: mach two class with supercruise capability
Range: more than 1,850 miles ferry range with two external wing fuel tanks (1,600 nautical miles)
Ceiling: above 50,000 feet (15 kilometers)
Armament: one M61A2 20-millimeter cannon with 480 rounds, internal side weapon bays carriage of two AIM-9 infrared (heat seeking) air-to-air missiles and internal main weapon bays carriage of six AIM-120 radar-guided air-to-air missiles (air-to-air loadout) or two 1,000-pound GBU-32 JDAMs and two AIM-120 radar-guided air-to-air missiles (air-to-ground loadout)
Crew: one
Unit cost: $143 million
Initial operating capability: December 2005
Inventory: total force, 183
@redenorganista
02/13/2025 - 11:15 AMOn collatz conjecture do 91 it might be the answer
@ParhamMehrshad
02/13/2025 - 11:15 AMI heat math
@FakeExotic
02/13/2025 - 11:15 AMI’ll try using a mathscanner
@sanjaykamath90210
02/13/2025 - 11:15 AMIn GOLDBACH CONJECTURE : The correct answer is : 1999853 and 2000147
@sanjaykamath90210
02/13/2025 - 11:15 AMIn GOLDBACH CONJECTURE :My dear friend 1999979 is not a PRIME… Factors are 757 and 1321
@CardboardProphet
02/13/2025 - 11:15 AMPeople are thinking about numbers completely wrong.
@namnam-k6c9m
02/13/2025 - 11:15 AMplease pin me
@TraceguyRune
02/13/2025 - 11:15 AMWhy do we need to prove anything with infinite numbers? That's like saying since we can't count to infinity, we can't prove every other number is divisible by 2.
@Proff-x4h
02/13/2025 - 11:15 AMI can’t continue watching this 🗑️
@MihirGahlaut256
02/13/2025 - 11:15 AMMy grandfather was a maths professor, and when I was 8-9 years old,I learned about prime no. and had to memorise them for a test . I asked him if there was a formula for it (like even no. Are every other no.). He chuckled and told me that everyone is finding that from the beginning of time itself 😭😭
@jouddude7015
02/13/2025 - 11:15 AMThe goldback conjecture is true for all primes except for 2. I have confirmed that all prime numbers (except even primes which is 2) added together makes an even number no matter what. But adding 3 primes makes another odd number so that doesnt work
@ned8549
02/13/2025 - 11:15 AMOooh. Watching this video is like eating Chinese food underwater while being pursued by Danish tax collectors.
@kushyglowy8409
02/13/2025 - 11:15 AMNice
@rafailbaldal6062
02/13/2025 - 11:15 AMTrash AI slop video
@codeintherough
02/13/2025 - 11:15 AMThe p vs np problem makes me think of trig homework, there are some problems set up sec^2x tan = ?, which i always thought was impossible because there are infinite ways it can go but problems that are set up like sin^2 + cos^2 = 1 verify/prove the identity, way easier
@mmaannooHUN
02/13/2025 - 11:15 AM2000021 is not a prime, it's non-trivial factors are: 41 and 48781
@GCKteamKrispy
02/13/2025 - 11:15 AMBut Rhieman problems was solved by Perelman, no?
@kongdong69
02/13/2025 - 11:15 AMToo many sound effects and distractions
@kkakk1237
02/13/2025 - 11:15 AMyou fore sure use GPT to write the script
@simonalvarez1960
02/13/2025 - 11:15 AMBro created mathballs
@freepimaths9698
02/13/2025 - 11:15 AMEuler's conjecture was disproven years ago. This guy even admits that mathematicians have found counter-examples, yet he goes on to say that it remains unsolved because "proving something for all integers is very hard", as if the counter examples he acknowledges aren't also integers, and thus disprove the conjecture since it makes a claim regarding ALL integers. Goes to show this guy doesn't even know what Euler's conjecture says…
@AatifUddin
02/13/2025 - 11:15 AMUm guys i just solve collazt conjecture by 402=202=102=52=
2.5…..
see
@titualbuddyretard
02/13/2025 - 11:15 AMthat's not every one of them
@user-ew5fs9dt8l
02/13/2025 - 11:15 AMIs riemann hypothesis answer is non- trivial zeros
@DeAmiros
02/13/2025 - 11:15 AMNot me pretending I understood anything from that video
@DmF1988
02/13/2025 - 11:15 AMYou need more ding sounds
@VrayCat
02/13/2025 - 11:15 AMThese are some of the most famous and challenging problems in mathematics and physics. They delve into deep questions about numbers, geometry, physics, and computation. Let’s break them down into simple terms, explain why they matter, and explore what solving them would mean for math, science, and the real world.
1. Riemann Hypothesis
What it is:
• It’s about the mysterious prime numbers and their distribution. It states that all the “non-trivial zeros” of the Riemann zeta function lie on a specific line in the complex plane (called the “critical line”).
• If this is true, it explains a hidden structure behind the randomness of primes.
Why it matters:
• Prime numbers are essential in cryptography, which secures online communications. Solving this would improve encryption and give us new tools for number theory.
Tip to remember:
• Think of the Riemann Hypothesis as a treasure map for primes, showing us their hidden patterns.
2. P vs. NP Problem
What it is:
• It asks if every problem whose solution can be verified quickly (in ) can also be solved quickly (in ). For example, Sudoku puzzles are hard to solve but easy to check—are all problems like that?
• If , then problems like optimizing logistics or cracking encryption would become solvable in no time.
Why it matters:
• Solving this could revolutionize computer science, impacting fields like AI, cryptography, and medicine.
Tip to remember:
• : Problems solvable quickly. : Problems checkable quickly. The big question: Are they the same?
3. Birch and Swinnerton-Dyer Conjecture
What it is:
• It’s about elliptic curves (equations that look like loops or waves) and their solutions. It predicts that the number of solutions (rank) is connected to a special function (L-function).
Why it matters:
• Elliptic curves are crucial in cryptography and number theory. Solving this could lead to breakthroughs in encryption and understanding algebraic structures.
Tip to remember:
• Think of elliptic curves as math roller coasters, and this conjecture tells us how steep or wavy the ride is.
4. Hodge Conjecture
What it is:
• This is about geometry in higher dimensions. It predicts which geometric shapes in higher dimensions can be described using algebra.
Why it matters:
• Solving it would deepen our understanding of space, shapes, and physics, aiding in everything from computer graphics to string theory.
Tip to remember:
• It’s like asking, “Can we describe a 4D object using Lego pieces?”
5. Navier-Stokes Equation
What it is:
• These equations describe how fluids (like water and air) move. The problem is proving whether their solutions always exist and behave smoothly.
Why it matters:
• Solving it would revolutionize weather prediction, aviation, and engineering. For example, we’d better understand turbulence in planes or the flow of blood in veins.
Tip to remember:
• Imagine trying to predict how a splash behaves—this equation helps explain it.
6. Yang-Mills and Mass Gap Theory
What it is:
• It’s about the forces in quantum physics, like the one that keeps protons and neutrons in the nucleus. The “mass gap” means these forces create particles with mass even though the theory suggests they shouldn’t.
Why it matters:
• Solving it would explain how particles and forces work at the quantum level, helping in particle physics and advanced technology.
Tip to remember:
• Think of it as understanding the invisible “glue” that holds the universe together.
7. Poincaré Conjecture
What it is:
• This is about the shape of spaces. It says that any 3D shape without holes (like a balloon) can be stretched into a sphere.
• Solved in 2003 by Grigori Perelman.
Why it matters:
• It helped mathematicians understand the shape of the universe.
Tip to remember:
• Imagine blowing up a balloon. The conjecture says if it has no holes, it always becomes a sphere.
8. Collatz Conjecture
What it is:
• Start with any number. If it’s even, divide it by 2. If it’s odd, multiply it by 3 and add 1. Repeat this process. The conjecture says you’ll always eventually get to 1.
Why it matters:
• It’s simple but hides deep truths about numbers and patterns.
Tip to remember:
• Think of it as the “bouncing ball” of math—it always lands at 1.
9. Miller-Rabin Primality Test
What it is:
• It’s a fast way to test if a number is prime. It’s probabilistic, meaning it’s usually correct but not always.
Why it matters:
• This is essential for cryptography, which relies on large prime numbers.
Tip to remember:
• It’s like a math “lie detector” for primes.
10. Goldbach Conjecture
What it is:
• It says every even number greater than 2 can be written as the sum of two prime numbers. For example, , , .
Why it matters:
• It reveals deep patterns in how numbers behave.
Tip to remember:
• Think of every even number as a “prime sandwich.”
11. Euler’s Conjecture
What it is:
• Euler thought  (with ) would need at least  terms. But it was disproven for .
Why it matters:
• It’s about how numbers interact at higher powers, impacting algebra and number theory.
Tip to remember:
• Euler thought more terms were necessary, but math proved otherwise.
12. Sophie Germain Primes
What they are:
• A prime number  is a Sophie Germain prime if  is also prime. For example, 11 is a Sophie Germain prime because , which is also prime.
Why they matter:
• They’re used in encryption and number theory.
Tip to remember:
• Think of them as “prime buddies” working together.
What Would Solving These Problems Mean?
• Understanding the universe: Problems like the Riemann Hypothesis and Hodge Conjecture help us decode the secrets of numbers and geometry.
• Advancing technology: P vs. NP, Navier-Stokes, and Yang-Mills would push computing, engineering, and physics forward.
• Breaking barriers: Solving these would open new fields of research and application, from AI to space exploration.
Final Analogy:
Imagine these problems as doors to the unknown. Solving them would give us the keys to unlock new levels of understanding and innovation in the world of math, science, and beyond!
@AlexBerezovskyJr
02/13/2025 - 11:15 AMyour analogies are like when my customers try to explain their plumbing issue to me (the plumber). I suspect your not a mathematician
@yashkolhe6323
02/13/2025 - 11:15 AMHuh? No, half of this is wrong
@elmatibat
02/13/2025 - 11:15 AMAll of those problems sounds to me like P = NP. 🧐
@CesarMartinez-nu3if
02/13/2025 - 11:15 AMClash of Clan gold mine collecting sound is class
@RogHhGH4_6yyuope
02/13/2025 - 11:15 AMDISCLAMER: Entertainment purposes only
Me [The person]: Let's hope no Asian parents watch thi-
Asian parents: IF MY SON CAN'T SOLVE ALL OF THESE PROBLEMS THEN HE GETS DA BELT
Napolean: There is nothi-
There: HEY, IM SOMETHING
Something: No, I'm something
No: Ok
Ok: What no?
Me [The person]: PLEASE TELL ME THIS ISNT REAL
Please: This isn't real
This: Hey, I'm real
Hey: Nobody asked
Nobody: What did I ask?
What: Nope. You didn't
Nope: WHAT DID I DO?
I: me do what?
me [the word]: Is what even a job?
Asian parents: IF NONE OF YOU SOLVE ALL OF THE PORBLEMS THEN YOU ARE GETTING DA BELT
Everyone [The people]: RUSHES TO SOLVE IT ALL
Me [The word]: /go to mars went to mars phew, I'm safe
Asian parents: Teleports to mars WHY YOU NOT DO THE PROBLEM!?
Me [The word]: Oh no.
Asian parents: YOU GET DA BELT NOW
Me [The word]:
SurvivesGoes to heavenThis took a lot of time so if you want more on this comment then feel free to comment
Edit:
This is edit 100%No edits yet@azizshaikh5068
02/13/2025 - 11:15 AMI have a proof of all the problems but the comment section is too small.
@barrysanchez6682
02/13/2025 - 11:15 AMNever have I made so many confused metaphors. You, sir, are not an analyst.
@christianmartin8751
02/13/2025 - 11:15 AMComplex pla-i-n ? Really ?!!
Could you expla-n-e ? 😅
@josephmusonda6713
02/13/2025 - 11:15 AMBreakthrough: arbitrary angle trisected.
@johnwitha
02/13/2025 - 11:15 AMAdvanced math concepts are too tough for chatGPT. These analogies are not good.