Search results

: \((1)~ ~ ~ ~ ~ G(T(z))=\lambda\, G(z)\) \(G\) is an unknown function, and \(\lambda\in\mathbb C\) is a constant.

\(A v=\lambda v\) Then, \(v\) is called [[eigenvector]], and \(\lambda\) is corresponding [[eigenvalue]].

\( \lambda\) is turbulent friction coefficient. P'= \lambda \rho \frac{u^2}{2D} \)

Let \(\lambda\) be the first zero of the Bessel function, \(\lambda=\,\) [[BesselJZero]]\([0,1] \approx\, 2.404825557695773\)

// double Arbogast(double lambda, double *t, double *a, int n) double lambda=t[1];

\(~\displaystyle \lambda = \frac{Z e^2}{\hbar} \sqrt{\frac{-\mu}{2 E}\,}\) + \left(\frac{\lambda}{\rho}-\frac{1}{4}\right) R=0

[[X03BB]] [[&#X03BB;]] (\( \lambda \)) and its various modifications <ref> may look similar to Greek lambda rather than to a printed [[X5165]] [[&#X5165;]].

Image of [[X2F08]] [[&#X2F08;]] looks the [[Greek]] letter \( \Lambda \) but they look also similar to the lowercase Greek letter letter \( \lambda \).

...s are used in Wikipedia, \(c\) appears as \(x\) and \(\ell\) appears as \(\lambda\);

* The [[Schroeder equation]] corresponds to a fixed point with multiplier \( \lambda \neq 1 \).

: \( d=\lambda/(2~ \mathrm {NA})\) where \(\lambda\) is wavelength of waves used for the probing, and NA is the numerical aper

::\( \displaystyle \lambda\left(x\right)=\frac{h}{\sqrt{2m\big(E-V(x)\big)}} \) \left|\frac{\mathrm{d}\lambda(x)}{\mathrm{d}x}\right|\sim 1

<math>~(\lambda A)^+=\lambda^*A^+~</math>, <math>~(\lambda \psi)^+=\lambda^*\psi~</math>,

[[X4EBA]] [[&#X4EBA;]] looks as mirrored Greek character \( \lambda \).

versus <math> \lambda</math> reported <ref name="apl"> ...006) </ref>. Typical dependence of the effective cross-sections on <math> \lambda=\frac{2\pi c}{\omega}</math> reported is shown in FIg.2 with thick curves.

...entioned above, picture of [[⼊]] looks similar to the [[Greek]] letter \( \lambda \).

Greek letter \(\lambda\) at the left down corner,

* \( \lambda(t) = \frac{dL}{dt} \) — daily loss rate \( E(t) = a\,\lambda(t) + b\,S(t) + c\,N(t) \)

Schröder corresponds to **multiplier \( \lambda \neq 1\)**.

Ленин торт. Lambda Man · 2014. Oct 10. Людоедов с детства приучают к