- In mathematics,
Favard's theorem, also
called the Shohat–
Favard theorem,
states that a
sequence of
polynomials satisfying a
suitable three-term recurrence...
- In mathematics, the
Favard constant, also
called the Akhiezer–Krein–
Favard constant, of
order r is
defined as K r = 4 π ∑ k = 0 ∞ [ ( − 1 ) k 2 k + 1 ]...
-
Traunecker 2001a, pp. 10–12. M****s &
Favard-M****s 1996, pp. 63, 70–72, 80.
Wilkinson 2003, p. 31. M****s &
Favard-M****s 1996, pp. 101–102, 107. ****mann...
- Tronche, aged 62.
Favard measure Favard inequality Favard interpolation Favard problem COMITE DES AMIS DE JEAN-
FAVARD The Lycée Jean
Favard is
named after...
- M****s &
Favard-M****s 1996, pp. 19–21.
Allen 1988, pp. 8–11.
Allen 1988, pp. 36–42, 60.
Pinch 2002, pp. 66–68.
Pinch 2002, p. 69. M****s &
Favard-M****s 1996...
- 2005, p. 62.
Pinch 1993, pp. 175–176.
Pinch 2002, pp. 131–132. M****s &
Favard-M****s 1996, pp. 183–184.
Wilkinson 2003, pp. 132–133.
Wilkinson 2003, pp...
- r} . The Akhiezer–Krein–
Favard theorem gives the
sharp value of C ( r ) {\displaystyle C(r)} (called the Akhiezer–Krein–
Favard constant): C ( r ) = 4 π...
- 1960, pp. 48–50. M****s &
Favard-M****s 1996, p. 67.
Smith 2017, p. 393.
Pinch 2002, p. 115.
Lesko 1999, pp. 180–181. M****s &
Favard-M****s 1996, pp. 185–186...
- The Bohr–
Favard inequality is an
inequality appearing in a
problem of
Harald Bohr on the
boundedness over the
entire real axis of the
integral of an almost-periodic...
- p. 313. ****mann 2001, p. 133. M****s &
Favard-M****s 1996, pp. 82, 86–87.
Baines 1996, pp. 371–372. M****s &
Favard-M****s 1996, p. 73.
Pinch 2004, p. 39....
