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/dports/lang/kawa/kawa-3.1.1/gnu/math/
H A DDimensions.java66 int a_i = 0, b_i = 0; in Dimensions() local
69 for (b_i = 0; b.bases[b_i] != Unit.Empty; b_i++) ; in Dimensions()
70 int t_i = a_i + b_i + 1; in Dimensions()
73 a_i = b_i = t_i = 0; in Dimensions()
77 BaseUnit b_base = b.bases[b_i]; in Dimensions()
88 b_i++; in Dimensions()
95 a_i++; b_i++; in Dimensions()
112 int a_i = 0, b_i = 0; in matchesProduct() local
116 BaseUnit b_base = b.bases[b_i]; in matchesProduct()
127 b_i++; in matchesProduct()
[all …]
/dports/databases/timescaledb/timescaledb-2.5.1/test/src/
H A Dtest_utils.h46 int64 b_i = (b); \
47 if (a_i != b_i) \
48 TestFailure("(%s == %s) [" INT64_FORMAT " == " INT64_FORMAT "]", #a, #b, a_i, b_i); \
55 void *b_i = (b); \
56 if (a_i != b_i) \
64 double b_i = (b); \
65 if (a_i != b_i) \
66 TestFailure("(%s == %s) [%f == %f]", #a, #b, a_i, b_i); \
/dports/misc/xdelta3/xdelta-3.1.0/xdelta3/testing/
H A Dcmp.h22 typename FileSpec::iterator a_i(a), b_i(b); in CmpDifferentBytes()
24 for (; !a_i.Done() && !b_i.Done(); a_i.Next(), b_i.Next()) { in CmpDifferentBytes()
27 b_i.Get(&block_b); in CmpDifferentBytes()
35 for (; !b_i.Done(); b_i.Next()) { in CmpDifferentBytes()
36 total += b_i.BytesOnBlock(); in CmpDifferentBytes()
/dports/sysutils/fwup/fwup-1.9.0/src/3rdparty/xdelta3/testing/
H A Dcmp.h36 typename FileSpec::iterator a_i(a), b_i(b); in CmpDifferentBytes()
38 for (; !a_i.Done() && !b_i.Done(); a_i.Next(), b_i.Next()) { in CmpDifferentBytes()
41 b_i.Get(&block_b); in CmpDifferentBytes()
49 for (; !b_i.Done(); b_i.Next()) { in CmpDifferentBytes()
50 total += b_i.BytesOnBlock(); in CmpDifferentBytes()
/dports/graphics/opencollada/OpenCOLLADA-1.6.68/Externals/MayaDataModel/include/
H A DMayaDMRemapColor.h193 void setBlue(size_t b_i,const Blue& b) in setBlue() argument
195 fprintf(mFile,"\tsetAttr \".b[%i]\" ",b_i); in setBlue()
224 void setBlue_Position(size_t b_i,float bp) in setBlue_Position() argument
229 void setBlue_FloatValue(size_t b_i,float bfv) in setBlue_FloatValue() argument
234 void setBlue_Interp(size_t b_i,unsigned int bi) in setBlue_Interp() argument
343 void getBlue(size_t b_i)const in getBlue() argument
345 fprintf(mFile,"\"%s.b[%i]\"",mName.c_str(),b_i); in getBlue()
352 void getBlue_Position(size_t b_i)const in getBlue_Position() argument
354 fprintf(mFile,"\"%s.b[%i].bp\"",mName.c_str(),b_i); in getBlue_Position()
361 void getBlue_FloatValue(size_t b_i)const in getBlue_FloatValue() argument
[all …]
H A DMayaDMPolyColorMod.h181 void setBlueScale(size_t b_i,const BlueScale& b) in setBlueScale() argument
183 fprintf(mFile,"\tsetAttr \".b[%i]\" ",b_i); in setBlueScale()
212 void setBlueScale_Position(size_t b_i,float bp) in setBlueScale_Position() argument
217 void setBlueScale_FloatValue(size_t b_i,float bfv) in setBlueScale_FloatValue() argument
222 void setBlueScale_Interp(size_t b_i,unsigned int bi) in setBlueScale_Interp() argument
410 void getBlueScale(size_t b_i)const in getBlueScale() argument
412 fprintf(mFile,"\"%s.b[%i]\"",mName.c_str(),b_i); in getBlueScale()
419 void getBlueScale_Position(size_t b_i)const in getBlueScale_Position() argument
421 fprintf(mFile,"\"%s.b[%i].bp\"",mName.c_str(),b_i); in getBlueScale_Position()
428 void getBlueScale_FloatValue(size_t b_i)const in getBlueScale_FloatValue() argument
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/dports/math/xblas/xblas-1.0.248/src/symm/
H A DBLAS_zsymm_d_z.c196 b_elem[0] = b_i[bkj]; in BLAS_zsymm_d_z()
197 b_elem[1] = b_i[bkj + 1]; in BLAS_zsymm_d_z()
207 b_elem[0] = b_i[bkj]; in BLAS_zsymm_d_z()
208 b_elem[1] = b_i[bkj + 1]; in BLAS_zsymm_d_z()
234 b_elem[0] = b_i[bkj]; in BLAS_zsymm_d_z()
235 b_elem[1] = b_i[bkj + 1]; in BLAS_zsymm_d_z()
245 b_elem[0] = b_i[bkj]; in BLAS_zsymm_d_z()
284 b_elem[0] = b_i[bkj]; in BLAS_zsymm_d_z()
285 b_elem[1] = b_i[bkj + 1]; in BLAS_zsymm_d_z()
295 b_elem[0] = b_i[bkj]; in BLAS_zsymm_d_z()
[all …]
H A DBLAS_csymm_s_c.c195 b_elem[0] = b_i[bkj]; in BLAS_csymm_s_c()
196 b_elem[1] = b_i[bkj + 1]; in BLAS_csymm_s_c()
206 b_elem[0] = b_i[bkj]; in BLAS_csymm_s_c()
207 b_elem[1] = b_i[bkj + 1]; in BLAS_csymm_s_c()
233 b_elem[0] = b_i[bkj]; in BLAS_csymm_s_c()
234 b_elem[1] = b_i[bkj + 1]; in BLAS_csymm_s_c()
244 b_elem[0] = b_i[bkj]; in BLAS_csymm_s_c()
282 b_elem[0] = b_i[bkj]; in BLAS_csymm_s_c()
283 b_elem[1] = b_i[bkj + 1]; in BLAS_csymm_s_c()
293 b_elem[0] = b_i[bkj]; in BLAS_csymm_s_c()
[all …]
H A DBLAS_zsymm_z_c.c197 b_elem[0] = b_i[bkj]; in BLAS_zsymm_z_c()
198 b_elem[1] = b_i[bkj + 1]; in BLAS_zsymm_z_c()
213 b_elem[0] = b_i[bkj]; in BLAS_zsymm_z_c()
214 b_elem[1] = b_i[bkj + 1]; in BLAS_zsymm_z_c()
245 b_elem[0] = b_i[bkj]; in BLAS_zsymm_z_c()
246 b_elem[1] = b_i[bkj + 1]; in BLAS_zsymm_z_c()
261 b_elem[0] = b_i[bkj]; in BLAS_zsymm_z_c()
305 b_elem[0] = b_i[bkj]; in BLAS_zsymm_z_c()
306 b_elem[1] = b_i[bkj + 1]; in BLAS_zsymm_z_c()
319 b_elem[0] = b_i[bkj]; in BLAS_zsymm_z_c()
[all …]
H A DBLAS_zsymm_c_c.c197 b_elem[0] = b_i[bkj]; in BLAS_zsymm_c_c()
198 b_elem[1] = b_i[bkj + 1]; in BLAS_zsymm_c_c()
213 b_elem[0] = b_i[bkj]; in BLAS_zsymm_c_c()
214 b_elem[1] = b_i[bkj + 1]; in BLAS_zsymm_c_c()
245 b_elem[0] = b_i[bkj]; in BLAS_zsymm_c_c()
246 b_elem[1] = b_i[bkj + 1]; in BLAS_zsymm_c_c()
261 b_elem[0] = b_i[bkj]; in BLAS_zsymm_c_c()
305 b_elem[0] = b_i[bkj]; in BLAS_zsymm_c_c()
306 b_elem[1] = b_i[bkj + 1]; in BLAS_zsymm_c_c()
319 b_elem[0] = b_i[bkj]; in BLAS_zsymm_c_c()
[all …]
H A DBLAS_zsymm_c_z.c197 b_elem[0] = b_i[bkj]; in BLAS_zsymm_c_z()
198 b_elem[1] = b_i[bkj + 1]; in BLAS_zsymm_c_z()
213 b_elem[0] = b_i[bkj]; in BLAS_zsymm_c_z()
214 b_elem[1] = b_i[bkj + 1]; in BLAS_zsymm_c_z()
245 b_elem[0] = b_i[bkj]; in BLAS_zsymm_c_z()
246 b_elem[1] = b_i[bkj + 1]; in BLAS_zsymm_c_z()
261 b_elem[0] = b_i[bkj]; in BLAS_zsymm_c_z()
305 b_elem[0] = b_i[bkj]; in BLAS_zsymm_c_z()
306 b_elem[1] = b_i[bkj + 1]; in BLAS_zsymm_c_z()
319 b_elem[0] = b_i[bkj]; in BLAS_zsymm_c_z()
[all …]
/dports/cad/p5-Verilog-Perl/Verilog-Perl-3.478/verilog/
H A Dpinorder.v7 wire b_i; net
13 assign b_i = 0;
15 foo foo1( .y(b_i), .x(a_i), .abcconst(3'h0), .noconnect(),
17 foo foo3( b_i, a_i, 3'h0, , IPCD_const);
18 foo2 foo2( b_i, a_i[0], d_o);
/dports/math/xblas/xblas-1.0.248/src/hemm/
H A DBLAS_zhemm_z_c.c207 b_elem[0] = b_i[bkj]; in BLAS_zhemm_z_c()
208 b_elem[1] = b_i[bkj + 1]; in BLAS_zhemm_z_c()
226 b_elem[0] = b_i[bkj]; in BLAS_zhemm_z_c()
227 b_elem[1] = b_i[bkj + 1]; in BLAS_zhemm_z_c()
261 b_elem[0] = b_i[bkj]; in BLAS_zhemm_z_c()
262 b_elem[1] = b_i[bkj + 1]; in BLAS_zhemm_z_c()
280 b_elem[0] = b_i[bkj]; in BLAS_zhemm_z_c()
327 b_elem[0] = b_i[bkj]; in BLAS_zhemm_z_c()
328 b_elem[1] = b_i[bkj + 1]; in BLAS_zhemm_z_c()
344 b_elem[0] = b_i[bkj]; in BLAS_zhemm_z_c()
[all …]
H A DBLAS_zhemm_c_z.c207 b_elem[0] = b_i[bkj]; in BLAS_zhemm_c_z()
208 b_elem[1] = b_i[bkj + 1]; in BLAS_zhemm_c_z()
226 b_elem[0] = b_i[bkj]; in BLAS_zhemm_c_z()
227 b_elem[1] = b_i[bkj + 1]; in BLAS_zhemm_c_z()
261 b_elem[0] = b_i[bkj]; in BLAS_zhemm_c_z()
262 b_elem[1] = b_i[bkj + 1]; in BLAS_zhemm_c_z()
280 b_elem[0] = b_i[bkj]; in BLAS_zhemm_c_z()
327 b_elem[0] = b_i[bkj]; in BLAS_zhemm_c_z()
328 b_elem[1] = b_i[bkj + 1]; in BLAS_zhemm_c_z()
344 b_elem[0] = b_i[bkj]; in BLAS_zhemm_c_z()
[all …]
H A DBLAS_zhemm_c_c.c207 b_elem[0] = b_i[bkj]; in BLAS_zhemm_c_c()
208 b_elem[1] = b_i[bkj + 1]; in BLAS_zhemm_c_c()
226 b_elem[0] = b_i[bkj]; in BLAS_zhemm_c_c()
227 b_elem[1] = b_i[bkj + 1]; in BLAS_zhemm_c_c()
261 b_elem[0] = b_i[bkj]; in BLAS_zhemm_c_c()
262 b_elem[1] = b_i[bkj + 1]; in BLAS_zhemm_c_c()
280 b_elem[0] = b_i[bkj]; in BLAS_zhemm_c_c()
327 b_elem[0] = b_i[bkj]; in BLAS_zhemm_c_c()
328 b_elem[1] = b_i[bkj + 1]; in BLAS_zhemm_c_c()
344 b_elem[0] = b_i[bkj]; in BLAS_zhemm_c_c()
[all …]
/dports/math/reduce/Reduce-svn5758-src/libraries/crlibm/docs/latex/
H A Datan.tex53 \arctan(x) = \arctan( b_i ) + \arctan(\frac{x-b_i}{1+x.b_i}) \label{eq:arctan_redu}
56 The $b_i$ are exact doubles and the $\arctan(b_i)$ are stored in
59 We define $\xred = \dfrac{x-b_i}{1+x.b_i}$ for the rest of this chapter.
64 x \in [a_i;a_{i+1}] \Rightarrow \dfrac{x-b_i}{1+x.b_i} < e \quad .
104 \paragraph{Notes on $b_i$, $a_i$ and $\arctan(b_i)$}
148 b_i$ (or $ x/2 < b_i < x$) and then \\&$x-b_i$ is computed exactly
150 Line 10...21 & compute $i$ so that $\frac{x-b_i}{1+x.b_i} < 2^{-6.3} $\\
151 Line 7 and 23 & compute $xmBIhi + xmBIlo = x - b_i$
178 \round\big(\xred\big) & = \frac{(x-b_i).(1+\epsilon_{105})}{(1+x.b_i).(1+\epsilon_{105})
181 \frac{x-b_i}{1+x.b_i}.(1+\epsilon_{105})(1+\epsilon_{105}+\epsilon_{105}+\epsilon_{104})\\
[all …]
/dports/math/crlibm/crlibm-1.0beta4/docs/latex/
H A Datan.tex53 \arctan(x) = \arctan( b_i ) + \arctan(\frac{x-b_i}{1+x.b_i}) \label{eq:arctan_redu}
56 The $b_i$ are exact doubles and the $\arctan(b_i)$ are stored in
59 We define $\xred = \dfrac{x-b_i}{1+x.b_i}$ for the rest of this chapter.
64 x \in [a_i;a_{i+1}] \Rightarrow \dfrac{x-b_i}{1+x.b_i} < e \quad .
104 \paragraph{Notes on $b_i$, $a_i$ and $\arctan(b_i)$}
148 b_i$ (or $ x/2 < b_i < x$) and then \\&$x-b_i$ is computed exactly
150 Line 10...21 & compute $i$ so that $\frac{x-b_i}{1+x.b_i} < 2^{-6.3} $\\
151 Line 7 and 23 & compute $xmBIhi + xmBIlo = x - b_i$
178 \round\big(\xred\big) & = \frac{(x-b_i).(1+\epsilon_{105})}{(1+x.b_i).(1+\epsilon_{105})
181 \frac{x-b_i}{1+x.b_i}.(1+\epsilon_{105})(1+\epsilon_{105}+\epsilon_{105}+\epsilon_{104})\\
[all …]
/dports/cad/p5-Verilog-Perl/Verilog-Perl-3.478/t/
H A D42_dumpcheck_2v.out28 wire b_i;
30 foo foo1 (.abcconst(3'h0), .def(IPCD_const), .noconnect(), .x(a_i), .y(b_i));
31 foo2 foo2 (.x(b_i), .y(d_o), .z(a_i[0]));
32 foo foo3 (.abcconst(3'h0), .def(IPCD_const), .x(a_i), .y(b_i));
34 assign b_i = 0;
H A D42_dumpcheck_2e.out20 wire b_i;
22 foo foo1 (.abcconst(3'h0), .noconnect(), .y(b_i));
23 foo2 foo2 (.x(b_i), .y(d_o), .z(a_i[0]));
25 assign b_i = 0;
/dports/math/octave-forge-interval/interval-3.2.0/src/crlibm/docs/latex/
H A Datan.tex76 \arctan(x) = \arctan( b_i ) + \arctan(\frac{x-b_i}{1+x.b_i}) \label{eq:arctan_redu}
79 The $b_i$ are exact doubles and the $\arctan(b_i)$ are stored in
82 We define $\xred = \dfrac{x-b_i}{1+x.b_i}$ for the rest of this chapter.
87 x \in [a_i;a_{i+1}] \Rightarrow \dfrac{x-b_i}{1+x.b_i} < e \quad .
127 \paragraph{Notes on $b_i$, $a_i$ and $\arctan(b_i)$}
171 b_i$ (or $ x/2 < b_i < x$) and then \\&$x-b_i$ is computed exactly
173 Line 10...21 & compute $i$ so that $\frac{x-b_i}{1+x.b_i} < 2^{-6.3} $\\
174 Line 7 and 23 & compute $xmBIhi + xmBIlo = x - b_i$
201 \round\big(\xred\big) & = \frac{(x-b_i).(1+\epsilon_{105})}{(1+x.b_i).(1+\epsilon_{105})
204 \frac{x-b_i}{1+x.b_i}.(1+\epsilon_{105})(1+\epsilon_{105}+\epsilon_{105}+\epsilon_{104})\\
[all …]
/dports/net/ntp/ntp-4.2.8p15/libparse/
H A Dmfp_mul.c62 int32 b_i, in mfp_mul() argument
81 if (b_i < 0) /* examine sign situation */ in mfp_mul()
84 M_NEG(b_i, b_f); in mfp_mul()
94 b[2] = b_i & LOW_MASK; in mfp_mul()
95 b[3] = (b_i & HIGH_MASK) >> (FRACTION_PREC/2); in mfp_mul()
168 mfptoa((u_long)b_i, b_f, 6), in mfp_mul()
/dports/net/ntp/ntp-4.2.8p15/include/
H A Dntp_fp.h206 #define M_ISGT(a_i, a_f, b_i, b_f) /* a > b signed */ \ argument
208 ((a_i) == (b_i) && ((u_int32)(a_f)) > ((u_int32)(b_f))))
210 #define M_ISGTU(a_i, a_f, b_i, b_f) /* a > b unsigned */ \ argument
211 (((u_int32)(a_i)) > ((u_int32)(b_i)) || \
212 ((a_i) == (b_i) && ((u_int32)(a_f)) > ((u_int32)(b_f))))
214 #define M_ISHIS(a_i, a_f, b_i, b_f) /* a >= b unsigned */ \ argument
215 (((u_int32)(a_i)) > ((u_int32)(b_i)) || \
216 ((a_i) == (b_i) && ((u_int32)(a_f)) >= ((u_int32)(b_f))))
218 #define M_ISGEQ(a_i, a_f, b_i, b_f) /* a >= b signed */ \ argument
220 ((a_i) == (b_i) && (u_int32)(a_f) >= (u_int32)(b_f)))
[all …]
/dports/devel/loccount/loccount-dc8279ab2e49ba60db121a47c15dc4ef8b543352/tests/
H A Dntp_fp.h218 #define M_ISGT(a_i, a_f, b_i, b_f) /* a > b signed */ \ argument
220 ((a_i) == (b_i) && ((uint32_t)(a_f)) > ((uint32_t)(b_f))))
222 #define M_ISGTU(a_i, a_f, b_i, b_f) /* a > b unsigned */ \ argument
223 (((uint32_t)(a_i)) > ((uint32_t)(b_i)) || \
224 ((a_i) == (b_i) && ((uint32_t)(a_f)) > ((uint32_t)(b_f))))
226 #define M_ISHIS(a_i, a_f, b_i, b_f) /* a >= b unsigned */ \ argument
227 (((uint32_t)(a_i)) > ((uint32_t)(b_i)) || \
228 ((a_i) == (b_i) && ((uint32_t)(a_f)) >= ((uint32_t)(b_f))))
230 #define M_ISGEQ(a_i, a_f, b_i, b_f) /* a >= b signed */ \ argument
232 ((a_i) == (b_i) && (uint32_t)(a_f) >= (uint32_t)(b_f)))
[all …]
/dports/math/xblas/xblas-1.0.248/src/ge_sum_mv/
H A DBLAS_cge_sum_mv_c_s.c163 b_elem[0] = b_i[bij]; in BLAS_cge_sum_mv_c_s()
164 b_elem[1] = b_i[bij + 1]; in BLAS_cge_sum_mv_c_s()
191 b_elem[0] = b_i[bij]; in BLAS_cge_sum_mv_c_s()
192 b_elem[1] = b_i[bij + 1]; in BLAS_cge_sum_mv_c_s()
263 b_elem[0] = b_i[bij]; in BLAS_cge_sum_mv_c_s()
264 b_elem[1] = b_i[bij + 1]; in BLAS_cge_sum_mv_c_s()
306 b_elem[0] = b_i[bij]; in BLAS_cge_sum_mv_c_s()
307 b_elem[1] = b_i[bij + 1]; in BLAS_cge_sum_mv_c_s()
387 b_elem[0] = b_i[bij]; in BLAS_cge_sum_mv_c_s()
388 b_elem[1] = b_i[bij + 1]; in BLAS_cge_sum_mv_c_s()
[all …]
H A DBLAS_zge_sum_mv_z_d.c163 b_elem[0] = b_i[bij]; in BLAS_zge_sum_mv_z_d()
164 b_elem[1] = b_i[bij + 1]; in BLAS_zge_sum_mv_z_d()
191 b_elem[0] = b_i[bij]; in BLAS_zge_sum_mv_z_d()
192 b_elem[1] = b_i[bij + 1]; in BLAS_zge_sum_mv_z_d()
264 b_elem[0] = b_i[bij]; in BLAS_zge_sum_mv_z_d()
265 b_elem[1] = b_i[bij + 1]; in BLAS_zge_sum_mv_z_d()
307 b_elem[0] = b_i[bij]; in BLAS_zge_sum_mv_z_d()
308 b_elem[1] = b_i[bij + 1]; in BLAS_zge_sum_mv_z_d()
390 b_elem[0] = b_i[bij]; in BLAS_zge_sum_mv_z_d()
391 b_elem[1] = b_i[bij + 1]; in BLAS_zge_sum_mv_z_d()
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