An Interactive Experience: Teaching Mathematics with Mathematica
2:29
An Interactive Experience: Teaching Mathematics with Mathematica
2.9K viewsFeb 10, 2009
YouTubeWolfram
Optimizing Optics with Mathematica
3:38
Optimizing Optics with Mathematica
18.5K viewsJun 5, 2008
YouTubeWolfram
The Mathematica Solution for Biological Sciences
2:40
The Mathematica Solution for Biological Sciences
1K viewsJun 4, 2010
YouTubeWolfram
利用Mathematica求博弈、优化问题，以及复杂公式化简
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利用Mathematica求博弈、优化问题，以及复杂公式化简
3.4K viewsFeb 15, 2023
bilibili320科技工作室
Introducing Mathematica Player Pro: A New Era of Mathematica Technologies
1:12
Introducing Mathematica Player Pro: A New Era of Mathematica Technologies
624 viewsAug 31, 2010
YouTubeWolfram
How to activate Mathematica 11 Easy with KeyGen
3:34
How to activate Mathematica 11 Easy with KeyGen
2.4K viewsMay 11, 2021
YouTubeThe Curious Physics Corner
How to activate Mathematica 11 Easy with KeyGen
3:34
How to activate Mathematica 11 Easy with KeyGen
1.2K viewsJan 5, 2021
YouTubeThe Curious Physics Corner
3:37
【用Mathematica学习高数】第二讲 函数图形描绘（上）
3.1K viewsSep 20, 2022
bilibiliDreaming-fly
0:08
Ripplegraphy – Mesmerizing 3D mathematical ripplesA dynamic 3D surface plot showing concentric waves radiating outward, like a pebble dropped in a pond. Formula:f(x, y) = sin(10 × ((x/d)² + (y/d)²)) / 5
2.9K views3 weeks ago
x.comMathematica
2:32
آموزش متمتیکا Mathematica قسمت ۱
1.2K viewsNov 6, 2023
YouTubeMaktabkhooneh
1:06
The spherical triple integral builds the sphere’s volume slice by slice, ρ² sinφ dρ dθ dφ guiding every infinitesimal shell.Red dots tracing the radius, blue sector sweeping the angle, green base anchoring height; lands exactly on 4/3πR³.
56.2K views2 months ago
x.comMathematica
0:29
∑ F_i = M a∑ τ_i = I αWatching individual ants with near-zero global visibility cooperatively transport a large rigid payload through a constrained T-shaped aperture using purely local force and torque interactions. This is a live demonstration of emergent coordination via distributed physics-based optimization. No central controller or lead architect: just local sensing, attachment forces, stochastic adjustments, and collective "noise" enabling the group to discover viable rotation-translation
17.7K views2 months ago
x.comMathematica
0:41
5×5 lattice. One node perturbed. The discrete heat equation unfolds in real time: ∂u/∂t = αΔu, solved via finite differences. A single thermal impulse diffuses outward, colors bleeding through the grid like living eigenvectors.
13.3K views3 months ago
x.comMathematica
0:17
F = ma meets a² + b² = c²Three strings. Three masses: 3m, 4m, 5m.Pulleys, gravity, equilibrium.The tensions balance perfectly only when the angles form a right triangle; because the vector sum closes exactly when the sides satisfy 3² + 4² = 5².You don't just see the theorem.You feel the forces prove it in real time. The strings go slack or snap out of balance the instant you break the ratio.This is why your bridge doesn't collapse, why your rocket hits orbit, and why the Pythagorean theorem isn'
114.2K views2 months ago
x.comMathematica
0:06
The most underrated math theorem but Google secretly used it to change the world.Perron-Frobenius Theorem (positive matrix version): Let A be an n×n matrix with every entry a_{ij} > 0. Then there exists a unique positive real number λ > 0 (the Perron root) and a unique (up to scaling) positive vector x > 0 such that:A x = λ xMoreover:λ = ρ(A) (spectral radius of A)λ > |μ| for every other eigenvalue μλ is simple (algebraic multiplicity = 1)Your search results aren't just a list; they are the coor
22.3K views1 month ago
x.comMathematica
0:02
sin(θ) and cos(θ) are the living projections of a point moving in perfect circular motion; sliced onto the x- and y-axes as time marches forward. One axis captures the “horizontal” shadow, the other the “vertical.” That’s it. That’s the entire origin story of trigonometry.
4.1K views2 months ago
x.comMathematica
0:30
r(θ) = a + b·cos(nθ) via discrete radial lines. Debug mode: pole orbits circle, each L_k(t) = (1-t)·P + t·(a·cosθ_k, a·sinθ_k). Envelope theorem yields caustics like Huygens wavefronts in optics. Straight lines birthing curves is peak math.
7K views2 months ago
x.comMathematica
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