Notations E
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- base of natural logarithm; 4.2.11
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- element of; Common Notations and Definitions
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- not an element of; Common Notations and Definitions
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- Euler numbers; §24.2(ii)
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- generalized Euler numbers; §24.16(i)
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- notation used by Abramowitz and Stegun (1964, Chapter 17); §19.1
(with : Legendre’s complete elliptic integral of the second kind)
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- Legendre’s complete elliptic integral of the second kind; 19.2.8
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- Dedekind’s eta function (or Dedekind modular function); 27.14.12
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- exponential integral; 6.2.1
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- Legendre’s complementary complete elliptic integral of the second kind; 19.2.9
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- notation used by Tumarkin (1959); §9.1
(with : Scorer function (inhomogeneous Airy function) and
: the ratio of the circumference of a circle to its diameter)
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- notation used by (Tumarkin, 1959); §9.1
(with : Scorer function (inhomogeneous Airy function) and
: the ratio of the circumference of a circle to its diameter)
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- Mittag-Leffler function; 10.46.3
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- Euler polynomials; §24.2(ii)
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- Weber function; 11.10.2
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- generalized exponential integral; 8.19.1
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-exponential function; 17.3.2
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-exponential function; 17.3.1
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- elementary symmetric function; 19.19.4
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- generalized Euler polynomials; §24.16(i)
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- periodic Euler functions; §24.2(iii)
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- notation used by Abramowitz and Stegun (1964, Chapter 17); §19.1
(with : Legendre’s incomplete elliptic integral of the second kind)
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- Legendre’s incomplete elliptic integral of the second kind; 19.2.5
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- Weierstrass lattice roots; §23.3(i)
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- notation used by Ince (1940b); §29.1
(with : Lamé function)
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- notation used by Ince (1940b); §29.1
(with : Lamé function)
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- Lamé function; §29.3(iv)
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- exponential integral; §6.2(i)
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- complementary exponential integral; 6.2.3
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- Bulirsch’s incomplete elliptic integral of the first kind; 19.2.15
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- Bulirsch’s incomplete elliptic integral of the second kind; 19.2.12
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- Bulirsch’s incomplete elliptic integral of the third kind; 19.2.16
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- envelope of Airy function ; §2.8(iii)
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- envelope of Airy function ; §2.8(iii)
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- envelope of Bessel function ; §2.8(iv)
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- envelope of Bessel function ; §2.8(iv)
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- envelope of parabolic cylinder function ; §14.15(v)
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- envelope of parabolic cylinder function ; §14.15(v)
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- Levi-Civita symbol; 1.6.14
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- Jacobi’s epsilon function; 22.16.14
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- alternative notation for the error function; §7.1
(with : the ratio of the circumference of a circle to its diameter and
: error function)
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- error function; 7.2.1
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- complementary error function; 7.2.2
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- alternative notation for Dawson’s integral; §7.1
(with : Dawson’s integral and
: base of natural logarithm)
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- notation used by Ince (1940b); §29.1
(with : Lamé function)
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- notation used by Ince (1940b); §29.1
(with : Lamé function)
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- Lamé function; §29.3(iv)
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- exponential of trace; §35.1
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- exponential function; 4.2.19