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THE HYPERBOLIC TANGENT AND GENERALIZED ... - Project Euclid
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THE HYPERBOLIC TANGENT AND GENERALIZED ... - Project Euclid
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Jun 14, 1996 -
product of (n -1)n/2 hyperbolic tangent
functions
to a sum ...
greatest integer
... this inversion formula, we have used essentially the
notation
of ...
! " #! $ % " & ' ( " $
! " $ ) &$ "" "
!!
!
! "
# $ % % &' % % % (( ( () * & % ( + ) , ( - (% ( . /"# * +$ ,,-$ " * .$ ,,. /0 ! 12),+334+ # #$ %"&% &"!&"#' %'" !"
01
01
$2% .'3 /%2 4'- /2% '
% (( % ( ) % & % 5 6
() 7 8
9 /&% 3 :2) % ( ! /2
; ! ' /2 ! ) ( !
!
. ( % ( ) * % .'- (% 6 .'7 (% < =% ( % '
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