Notations Notations L Notations N

Notations M

$m_e$

mass of electron; §18.39(ii)

$M(n)$

Motzkin number; (26.6.2)

$𝖬\left(x\right)$

Mills’ ratio; (7.8.1)

$M\left(z\right)$

Airy modulus function; (9.8.3)

${ℳ}_{\kappa ,\mu }=M_{\kappa ,\mu }\left(z\right)/\mathrm{\Gamma }\left(1+2\mu \right)$

notation used by Buchholz (1969); §13.1
(with $\mathrm{\Gamma }\left(z\right)$: gamma function and $M_{\kappa ,\mu }\left(z\right)$: Whittaker confluent hypergeometric function)

$M_{\kappa ,\mu }\left(z\right)$

Whittaker confluent hypergeometric function; (13.14.2)

$M_{\nu }\left(x\right)$

modulus of Bessel functions; (10.18.1)

${𝐌}_{\nu }\left(z\right)$

modified Struve function; (11.2.6)

$M(a,g)$

arithmetic-geometric mean; §19.8(i)

$ℳ\left(f\right)\left(s\right)$

Mellin transform; (1.14.32)

$M_{\mathrm{\ell }}(\eta ,\rho )$

envelope of Coulomb functions; (33.3.1)

${\mathrm{M}}_{\nu }^{(j)}(z,h)$

modified Mathieu function; §28.20(iii)

$M(a,b,z)$

$={}_1{}^{}F_1^{}(a;b;z)$ Kummer confluent hypergeometric function; (13.2.2)

$𝐌(a,b,z)$

Olver’s confluent hypergeometric function; (13.2.3)

$M_n(x;\beta ,c)$

Meixner polynomial; Table 18.19.1

$\mathrm{maj}$

major index; §26.14(i)

${\mathrm{Mc}}_n^{(j)}(z,h)$

radial Mathieu function; (28.20.15)

${\mathrm{me}}_n(z,q)$

Mathieu function; §28.12(ii)

${\mathrm{me}}_{\nu }(z,q)$

Mathieu function of noninteger order; §28.12(ii)

${\mathrm{Me}}_{\nu }(z,q)$

modified Mathieu function; (28.20.5)

${\mathrm{Me}}_n^{(1,2)}(z,q)=\sqrt{\frac{1}{2}\pi }{g}_{e,n}(h){\mathrm{ce}}_n(0,q){\mathrm{Mc}}_n^{(3,4)}(z,h)$

notation used by Arscott (1964b), McLachlan (1947); §28.1
(with ${\mathrm{ce}}_n(z,q)$: Mathieu function, $\pi$: the ratio of the circumference of a circle to its diameter and ${\mathrm{Mc}}_n^{(j)}(z,h)$: radial Mathieu function)

$mod$

modulo; Common Notations and Definitions

${\mathrm{Ms}}_n^{(j)}(z,h)$

radial Mathieu function; (28.20.16)

$\mu \left(n\right)$

Möbius function; (27.2.12)

Notations L Notations N

© 2010–2024 NIST / Disclaimer / Feedback; Version 1.2.3; Release date 2024-12-15.

Site Privacy Accessibility Privacy Program Copyrights Vulnerability Disclosure No Fear Act Policy FOIA Environmental Policy Scientific Integrity Information Quality Standards Commerce.gov Science.gov USA.gov

Pfad - The Proxy pFad of © 2024 Garber Painting. All rights reserved.

Note: This service is not intended for secure transactions such as banking, social media, email, or purchasing. Use at your own risk. We assume no liability whatsoever for broken pages.

Alternative Proxies:

Alternative Proxy

pFad Proxy

pFad v3 Proxy

pFad v4 Proxy