From c561eeb7bf7daece1174a98e721783c2b93f8ec5 Mon Sep 17 00:00:00 2001
From: Benoit Steiner <benoit.steiner.goog@gmail.com>
Date: Fri, 4 Mar 2016 14:12:45 -0800
Subject: Don't use implicit type conversions in initializer lists since not
 all compilers support them.

---
 unsupported/Eigen/CXX11/src/Tensor/TensorFFT.h | 128 ++++++++++++-------------
 1 file changed, 64 insertions(+), 64 deletions(-)

(limited to 'unsupported/Eigen/CXX11/src/Tensor/TensorFFT.h')

diff --git a/unsupported/Eigen/CXX11/src/Tensor/TensorFFT.h b/unsupported/Eigen/CXX11/src/Tensor/TensorFFT.h
index a5aa05da4..867512d67 100644
--- a/unsupported/Eigen/CXX11/src/Tensor/TensorFFT.h
+++ b/unsupported/Eigen/CXX11/src/Tensor/TensorFFT.h
@@ -564,74 +564,74 @@ struct TensorEvaluator<const TensorFFTOp<FFT, ArgType, FFTResultType, FFTDir>, D
   // This will support a maximum FFT size of 2^32 for each dimension
   // m_sin_PI_div_n_LUT[i] = (-2) * std::sin(M_PI / std::pow(2,i)) ^ 2;
   RealScalar m_sin_PI_div_n_LUT[32] = {
-  0.0,
-  -2,
-  -0.999999999999999,
-  -0.292893218813453,
-  -0.0761204674887130,
-  -0.0192147195967696,
-  -0.00481527332780311,
-  -0.00120454379482761,
-  -3.01181303795779e-04,
-  -7.52981608554592e-05,
-  -1.88247173988574e-05,
-  -4.70619042382852e-06,
-  -1.17654829809007e-06,
-  -2.94137117780840e-07,
-  -7.35342821488550e-08,
-  -1.83835707061916e-08,
-  -4.59589268710903e-09,
-  -1.14897317243732e-09,
-  -2.87243293150586e-10,
-  -7.18108232902250e-11,
-  -1.79527058227174e-11,
-  -4.48817645568941e-12,
-  -1.12204411392298e-12,
-  -2.80511028480785e-13,
-  -7.01277571201985e-14,
-  -1.75319392800498e-14,
-  -4.38298482001247e-15,
-  -1.09574620500312e-15,
-  -2.73936551250781e-16,
-  -6.84841378126949e-17,
-  -1.71210344531737e-17,
-  -4.28025861329343e-18
+    RealScalar(0.0),
+    RealScalar(-2),
+    RealScalar(-0.999999999999999),
+    RealScalar(-0.292893218813453),
+    RealScalar(-0.0761204674887130),
+    RealScalar(-0.0192147195967696),
+    RealScalar(-0.00481527332780311),
+    RealScalar(-0.00120454379482761),
+    RealScalar(-3.01181303795779e-04),
+    RealScalar(-7.52981608554592e-05),
+    RealScalar(-1.88247173988574e-05),
+    RealScalar(-4.70619042382852e-06),
+    RealScalar(-1.17654829809007e-06),
+    RealScalar(-2.94137117780840e-07),
+    RealScalar(-7.35342821488550e-08),
+    RealScalar(-1.83835707061916e-08),
+    RealScalar(-4.59589268710903e-09),
+    RealScalar(-1.14897317243732e-09),
+    RealScalar(-2.87243293150586e-10),
+    RealScalar( -7.18108232902250e-11),
+    RealScalar(-1.79527058227174e-11),
+    RealScalar(-4.48817645568941e-12),
+    RealScalar(-1.12204411392298e-12),
+    RealScalar(-2.80511028480785e-13),
+    RealScalar(-7.01277571201985e-14),
+    RealScalar(-1.75319392800498e-14),
+    RealScalar(-4.38298482001247e-15),
+    RealScalar(-1.09574620500312e-15),
+    RealScalar(-2.73936551250781e-16),
+    RealScalar(-6.84841378126949e-17),
+    RealScalar(-1.71210344531737e-17),
+    RealScalar(-4.28025861329343e-18)
   };
 
   // m_minus_sin_2_PI_div_n_LUT[i] = -std::sin(2 * M_PI / std::pow(2,i));
   RealScalar m_minus_sin_2_PI_div_n_LUT[32] = {
-    0.0,
-    0.0,
-   -1.00000000000000e+00,
-   -7.07106781186547e-01,
-   -3.82683432365090e-01,
-   -1.95090322016128e-01,
-   -9.80171403295606e-02,
-   -4.90676743274180e-02,
-   -2.45412285229123e-02,
-   -1.22715382857199e-02,
-   -6.13588464915448e-03,
-   -3.06795676296598e-03,
-   -1.53398018628477e-03,
-   -7.66990318742704e-04,
-   -3.83495187571396e-04,
-   -1.91747597310703e-04,
-   -9.58737990959773e-05,
-   -4.79368996030669e-05,
-   -2.39684498084182e-05,
-   -1.19842249050697e-05,
-   -5.99211245264243e-06,
-   -2.99605622633466e-06,
-   -1.49802811316901e-06,
-   -7.49014056584716e-07,
-   -3.74507028292384e-07,
-   -1.87253514146195e-07,
-   -9.36267570730981e-08,
-   -4.68133785365491e-08,
-   -2.34066892682746e-08,
-   -1.17033446341373e-08,
-   -5.85167231706864e-09,
-   -2.92583615853432e-09
+    RealScalar(0.0),
+    RealScalar(0.0),
+    RealScalar(-1.00000000000000e+00),
+    RealScalar(-7.07106781186547e-01),
+    RealScalar(-3.82683432365090e-01),
+    RealScalar(-1.95090322016128e-01),
+    RealScalar(-9.80171403295606e-02),
+    RealScalar(-4.90676743274180e-02),
+    RealScalar(-2.45412285229123e-02),
+    RealScalar(-1.22715382857199e-02),
+    RealScalar(-6.13588464915448e-03),
+    RealScalar(-3.06795676296598e-03),
+    RealScalar(-1.53398018628477e-03),
+    RealScalar(-7.66990318742704e-04),
+    RealScalar(-3.83495187571396e-04),
+    RealScalar(-1.91747597310703e-04),
+    RealScalar(-9.58737990959773e-05),
+    RealScalar(-4.79368996030669e-05),
+    RealScalar(-2.39684498084182e-05),
+    RealScalar(-1.19842249050697e-05),
+    RealScalar(-5.99211245264243e-06),
+    RealScalar(-2.99605622633466e-06),
+    RealScalar(-1.49802811316901e-06),
+    RealScalar(-7.49014056584716e-07),
+    RealScalar(-3.74507028292384e-07),
+    RealScalar(-1.87253514146195e-07),
+    RealScalar(-9.36267570730981e-08),
+    RealScalar(-4.68133785365491e-08),
+    RealScalar(-2.34066892682746e-08),
+    RealScalar(-1.17033446341373e-08),
+    RealScalar(-5.85167231706864e-09),
+    RealScalar(-2.92583615853432e-09)
   };
 };
 
-- 
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