/dports/devel/gnulib/gnulib-20140202-stable/modules/ |
H A D | j1 | 2 j1() function: Bessel function of the first kind of order 1.
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H A D | y1 | 2 y1() function: Bessel function of the second kind of order 1.
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H A D | jn | 2 jn() function: Bessel function of the first kind of order n.
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H A D | yn | 2 yn() function: Bessel function of the second kind of order n.
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/dports/security/pkcs11-tools/pkcs11-tools-2.5.0/.gnulib/modules/ |
H A D | yn | 2 yn() function: Bessel function of the second kind of order n.
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H A D | jn | 2 jn() function: Bessel function of the first kind of order n.
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/dports/math/g2o/g2o-20201223_git/cmake_modules/ |
H A D | CheckIfUnderscorePrefixedBesselFunctionsExist.cmake | 31 # Microsoft deprecated the POSIX Bessel functions: j[0,1,n]() in favour 33 # checks if the underscore prefixed versions of the Bessel functions are
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/dports/misc/openmvg/openMVG-2.0/src/third_party/ceres-solver/cmake/ |
H A D | CheckIfUnderscorePrefixedBesselFunctionsExist.cmake | 31 # Microsoft deprecated the POSIX Bessel functions: j[0,1,n]() in favour 33 # checks if the underscore prefixed versions of the Bessel functions are
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/dports/math/ceres-solver/ceres-solver-2.0.0/cmake/ |
H A D | CheckIfUnderscorePrefixedBesselFunctionsExist.cmake | 31 # Microsoft deprecated the POSIX Bessel functions: j[0,1,n]() in favour 33 # checks if the underscore prefixed versions of the Bessel functions are
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/dports/science/R-cran-kernlab/kernlab/man/ |
H A D | dots.Rd | 24 The Bessel kernel \eqn{k(x,x') = (- Bessel_{(\nu+1)}^n \sigma \|x - x'\|^2)} \cr 53 Laplacian, the Bessel and the ANOVA kernel } 61 \item{order}{The order of the Bessel function to be used as a kernel}
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/dports/math/octave-forge-ltfat/ltfat/inst/private/ |
H A D | ref_gabmulappr.m | 40 % form a Bessel sequence and the lower symbol, the lower symbol is the 41 % analysis sequence of T using this Bessel sequence. 49 % P. Balazs, Basic Definition and Properties of Bessel Multipliers,
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/dports/devel/boost-python-libs/boost_1_72_0/libs/math/doc/quadrature/ |
H A D | trapezoidal.qbk | 57 An example using the integral definition of the complex Bessel function is shown here: 70 …ly evaluated in the complex plane by trapezoidal quadrature are modified Bessel functions and the … 126 As an example, we consider evaluation of Bessel functions by trapezoidal quadrature. 127 The Bessel function of the first kind is defined via 132 Without careful consideration, it seems this would be a very attractive method to compute Bessel fu…
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/dports/devel/boost-docs/boost_1_72_0/libs/math/doc/quadrature/ |
H A D | trapezoidal.qbk | 57 An example using the integral definition of the complex Bessel function is shown here: 70 …ly evaluated in the complex plane by trapezoidal quadrature are modified Bessel functions and the … 126 As an example, we consider evaluation of Bessel functions by trapezoidal quadrature. 127 The Bessel function of the first kind is defined via 132 Without careful consideration, it seems this would be a very attractive method to compute Bessel fu…
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/dports/devel/boost-libs/boost_1_72_0/libs/math/doc/quadrature/ |
H A D | trapezoidal.qbk | 57 An example using the integral definition of the complex Bessel function is shown here: 70 …ly evaluated in the complex plane by trapezoidal quadrature are modified Bessel functions and the … 126 As an example, we consider evaluation of Bessel functions by trapezoidal quadrature. 127 The Bessel function of the first kind is defined via 132 Without careful consideration, it seems this would be a very attractive method to compute Bessel fu…
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/dports/devel/hyperscan/boost_1_75_0/libs/math/doc/quadrature/ |
H A D | trapezoidal.qbk | 57 An example using the integral definition of the complex Bessel function is shown here: 70 …ly evaluated in the complex plane by trapezoidal quadrature are modified Bessel functions and the … 126 As an example, we consider evaluation of Bessel functions by trapezoidal quadrature. 127 The Bessel function of the first kind is defined via 132 Without careful consideration, it seems this would be a very attractive method to compute Bessel fu…
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/dports/devel/boost-docs/boost_1_72_0/libs/math/reporting/accuracy/doc/ |
H A D | accuracy_tables.qbk | 3562 …sel_i with compiler GNU C++ version 7.1.0 and library GSL 2.1 and test data Bessel Iv: Random Data] 3571 …sel_i with compiler GNU C++ version 7.1.0 and library GSL 2.1 and test data Bessel In: Random Data] 3580 …_i with compiler GNU C++ version 7.1.0 and library GSL 2.1 and test data Bessel Iv: Mathworld Data] 3598 …_i with compiler GNU C++ version 7.1.0 and library GSL 2.1 and test data Bessel In: Mathworld Data] 3634 …sel_i with compiler GNU C++ version 7.1.0 and library <cmath> and test data Bessel Iv: Random Data] 3706 …ssel_j with compiler GNU C++ version 7.1.0 and library GSL 2.1 and test data Bessel J: Random Data] 3724 …l_j with compiler GNU C++ version 7.1.0 and library GSL 2.1 and test data Bessel J: Mathworld Data] 3778 …l_j with compiler GNU C++ version 7.1.0 and library <cmath> and test data Bessel J: Mathworld Data] 3841 …sel_k with compiler GNU C++ version 7.1.0 and library GSL 2.1 and test data Bessel Kv: Random Data] 3850 …sel_k with compiler GNU C++ version 7.1.0 and library GSL 2.1 and test data Bessel Kn: Random Data] [all …]
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/dports/devel/boost-python-libs/boost_1_72_0/libs/math/reporting/accuracy/doc/ |
H A D | accuracy_tables.qbk | 3562 …sel_i with compiler GNU C++ version 7.1.0 and library GSL 2.1 and test data Bessel Iv: Random Data] 3571 …sel_i with compiler GNU C++ version 7.1.0 and library GSL 2.1 and test data Bessel In: Random Data] 3580 …_i with compiler GNU C++ version 7.1.0 and library GSL 2.1 and test data Bessel Iv: Mathworld Data] 3598 …_i with compiler GNU C++ version 7.1.0 and library GSL 2.1 and test data Bessel In: Mathworld Data] 3634 …sel_i with compiler GNU C++ version 7.1.0 and library <cmath> and test data Bessel Iv: Random Data] 3706 …ssel_j with compiler GNU C++ version 7.1.0 and library GSL 2.1 and test data Bessel J: Random Data] 3724 …l_j with compiler GNU C++ version 7.1.0 and library GSL 2.1 and test data Bessel J: Mathworld Data] 3778 …l_j with compiler GNU C++ version 7.1.0 and library <cmath> and test data Bessel J: Mathworld Data] 3841 …sel_k with compiler GNU C++ version 7.1.0 and library GSL 2.1 and test data Bessel Kv: Random Data] 3850 …sel_k with compiler GNU C++ version 7.1.0 and library GSL 2.1 and test data Bessel Kn: Random Data] [all …]
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/dports/devel/boost-libs/boost_1_72_0/libs/math/reporting/accuracy/doc/ |
H A D | accuracy_tables.qbk | 3562 …sel_i with compiler GNU C++ version 7.1.0 and library GSL 2.1 and test data Bessel Iv: Random Data] 3571 …sel_i with compiler GNU C++ version 7.1.0 and library GSL 2.1 and test data Bessel In: Random Data] 3580 …_i with compiler GNU C++ version 7.1.0 and library GSL 2.1 and test data Bessel Iv: Mathworld Data] 3598 …_i with compiler GNU C++ version 7.1.0 and library GSL 2.1 and test data Bessel In: Mathworld Data] 3634 …sel_i with compiler GNU C++ version 7.1.0 and library <cmath> and test data Bessel Iv: Random Data] 3706 …ssel_j with compiler GNU C++ version 7.1.0 and library GSL 2.1 and test data Bessel J: Random Data] 3724 …l_j with compiler GNU C++ version 7.1.0 and library GSL 2.1 and test data Bessel J: Mathworld Data] 3778 …l_j with compiler GNU C++ version 7.1.0 and library <cmath> and test data Bessel J: Mathworld Data] 3841 …sel_k with compiler GNU C++ version 7.1.0 and library GSL 2.1 and test data Bessel Kv: Random Data] 3850 …sel_k with compiler GNU C++ version 7.1.0 and library GSL 2.1 and test data Bessel Kn: Random Data] [all …]
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/dports/devel/hyperscan/boost_1_75_0/libs/math/reporting/accuracy/doc/ |
H A D | accuracy_tables.qbk | 3562 …sel_i with compiler GNU C++ version 7.1.0 and library GSL 2.1 and test data Bessel Iv: Random Data] 3571 …sel_i with compiler GNU C++ version 7.1.0 and library GSL 2.1 and test data Bessel In: Random Data] 3580 …_i with compiler GNU C++ version 7.1.0 and library GSL 2.1 and test data Bessel Iv: Mathworld Data] 3598 …_i with compiler GNU C++ version 7.1.0 and library GSL 2.1 and test data Bessel In: Mathworld Data] 3634 …sel_i with compiler GNU C++ version 7.1.0 and library <cmath> and test data Bessel Iv: Random Data] 3706 …ssel_j with compiler GNU C++ version 7.1.0 and library GSL 2.1 and test data Bessel J: Random Data] 3724 …l_j with compiler GNU C++ version 7.1.0 and library GSL 2.1 and test data Bessel J: Mathworld Data] 3778 …l_j with compiler GNU C++ version 7.1.0 and library <cmath> and test data Bessel J: Mathworld Data] 3841 …sel_k with compiler GNU C++ version 7.1.0 and library GSL 2.1 and test data Bessel Kv: Random Data] 3850 …sel_k with compiler GNU C++ version 7.1.0 and library GSL 2.1 and test data Bessel Kn: Random Data] [all …]
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/dports/math/R-cran-gsl/gsl/man/ |
H A D | Bessel.Rd | 1 \name{Bessel} 2 \alias{Bessel} 60 \title{Bessel functions} 62 Bessel functions as per the Gnu Scientific Library, reference manual
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/dports/math/gsl/gsl-2.7/doc/ |
H A D | dht.rst | 19 zeros of a Bessel function of fixed order; compare this to the case of 23 Starting with its definition, the Hankel transform (or Bessel transform) of 43 :math:`j_{\nu,m}` are the m-th zeros of the Bessel function 109 of the Dirichlet problem for the Bessel differential equation.
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/dports/databases/percona57-pam-for-mysql/boost_1_59_0/libs/math/doc/sf/ |
H A D | bessel_spherical.qbk | 2 [section:sph_bessel Spherical Bessel Functions of the First and Second Kinds] 23 Spherical Bessel functions of the first and second kinds respectively:
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/dports/databases/percona57-server/boost_1_59_0/libs/math/doc/sf/ |
H A D | bessel_spherical.qbk | 2 [section:sph_bessel Spherical Bessel Functions of the First and Second Kinds] 23 Spherical Bessel functions of the first and second kinds respectively:
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/dports/databases/xtrabackup/boost_1_59_0/libs/math/doc/sf/ |
H A D | bessel_spherical.qbk | 2 [section:sph_bessel Spherical Bessel Functions of the First and Second Kinds] 23 Spherical Bessel functions of the first and second kinds respectively:
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/dports/databases/percona57-client/boost_1_59_0/libs/math/doc/sf/ |
H A D | bessel_spherical.qbk | 2 [section:sph_bessel Spherical Bessel Functions of the First and Second Kinds] 23 Spherical Bessel functions of the first and second kinds respectively:
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