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17_equations [2024-05-20 14:43] nik17_equations [2024-08-12 11:04] (current) nik
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 === Calculus === === Calculus ===
  
-$$\frac{\partial f}{\partial t} = \lim_{x\to\infty} =  \frac{f{(t+h)}- f{(t)}}{h}$$+$$\frac{\partial f}{\partial t} = \lim_{h\to\infty} =  \frac{f{(t+h)}- f{(t)}}{h}$$
  
  
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 === Euler’s Formula for Polyhedra === === Euler’s Formula for Polyhedra ===
  
 +VE+F=2
 ---- ----
 === Normal Distribution === === Normal Distribution ===
 +
 +Φ(x)=12πρe(xμ)22ρ2
  
 ---- ----
 === Wave Equation === === Wave Equation ===
 +
 +2ut2=c22ux2
  
 ---- ----
 === Fourier Transform === === Fourier Transform ===
 +
 +f(ω)=f(x)e2πixωdx
  
 ---- ----
 === Navier-Stokes Equation === === Navier-Stokes Equation ===
 +
 +ρ(dvdt+vv)=p+T+f
  
 ---- ----
 === Maxwell’s Equations === === Maxwell’s Equations ===
  
-$$\begin{aligned}   +$$\begin{aligned} 
-&\nabla\cdot\mathcal{E} = 0 +&\nabla\cdot\mathcal{E} = 0
 &\nabla\cdot\mathcal{H} = 0 &\nabla\cdot\mathcal{H} = 0
 \end{aligned}$$ \end{aligned}$$
  
-$$\begin{aligned} +$$\begin{aligned}
 &\nabla\times\mathcal{E} = - \frac{1}{c}\frac{\partial\mathcal{H}}{\partial t} &\nabla\times\mathcal{E} = - \frac{1}{c}\frac{\partial\mathcal{H}}{\partial t}
 &\nabla\times\mathcal{H} = - \frac{1}{c}\frac{\partial\mathcal{E}}{\partial t} &\nabla\times\mathcal{H} = - \frac{1}{c}\frac{\partial\mathcal{E}}{\partial t}
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 ---- ----
-=== Schrodinger’s Equation ===+=== Schrödinger’s Equation === 
 + 
 +ihδδtΨ=HΨ
  
  
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 === Black-Scholes Equation === === Black-Scholes Equation ===
  
 +12σ2S2δ2VδS2+rSδVδS+δVδtrV=0
 +
 +----
  
  • 17_equations.1716216206.txt.gz
  • Last modified: 2024-05-20 14:43
  • by nik