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/openbsd/sys/dev/pci/drm/radeon/
H A Dradeon_atombios.c3575 ATOM_VOLTAGE_FORMULA *formula = in radeon_atom_get_max_voltage() local
3577 if (formula->ucFlag & 1) in radeon_atom_get_max_voltage()
3580 formula->ucNumOfVoltageEntries / 2 * in radeon_atom_get_max_voltage()
3594 ATOM_VOLTAGE_FORMULA_V2 *formula = in radeon_atom_get_max_voltage() local
3596 if (formula->ucNumOfVoltageEntries) { in radeon_atom_get_max_voltage()
3634 ATOM_VOLTAGE_FORMULA *formula = in radeon_atom_get_min_voltage() local
3645 ATOM_VOLTAGE_FORMULA_V2 *formula = in radeon_atom_get_min_voltage() local
3647 if (formula->ucNumOfVoltageEntries) { in radeon_atom_get_min_voltage()
3684 ATOM_VOLTAGE_FORMULA *formula = in radeon_atom_get_voltage_step() local
3686 if (formula->ucFlag & 1) in radeon_atom_get_voltage_step()
[all …]
/openbsd/share/misc/
H A Dmime.types28 application/vnd.oasis.opendocument.formula odf
29 application/vnd.oasis.opendocument.formula-template otf
/openbsd/gnu/gcc/gcc/doc/
H A Dportability.texi18 description which gives an algebraic formula for each of the machine's
/openbsd/gnu/usr.bin/gcc/gcc/doc/
H A Dportability.texi18 description which gives an algebraic formula for each of the machine's
/openbsd/gnu/usr.bin/perl/Porting/
H A Dhow_to_write_a_perldelta.pod89 Follows this formula:
95 For a release on a stable branch, follows this formula:
100 For the start of a new stable branch, follows this formula:
/openbsd/usr.bin/cal/
H A DREADME26 otherwise, after the reformation, use the same formula as the
/openbsd/gnu/llvm/clang/include/clang/AST/
H A DCommentCommands.td216 def FDollar : VerbatimBlockCommand<"f$">; // Inline LaTeX formula
218 defm FBracket : VerbatimBlockCommand<"f[", "f]">; // Displayed LaTeX formula
/openbsd/sys/dev/pci/drm/
H A Ddrm_edid.c3133 BUILD_BUG_ON(offsetof(typeof(*descriptor), data.other_data.data.range.formula.cvt.flags) != 15); in is_rb()
3136 descriptor->data.other_data.data.range.formula.cvt.flags & DRM_EDID_CVT_FLAGS_REDUCED_BLANKING) in is_rb()
3178 return descriptor ? descriptor->data.other_data.data.range.formula.gtf2.hfreq_start_khz * 2 : 0; in drm_gtf2_hbreak()
3188 BUILD_BUG_ON(offsetof(typeof(*descriptor), data.other_data.data.range.formula.gtf2.c) != 13); in drm_gtf2_2c()
3190 return descriptor ? descriptor->data.other_data.data.range.formula.gtf2.c : 0; in drm_gtf2_2c()
3200 BUILD_BUG_ON(offsetof(typeof(*descriptor), data.other_data.data.range.formula.gtf2.m) != 14); in drm_gtf2_m()
3202 return descriptor ? le16_to_cpu(descriptor->data.other_data.data.range.formula.gtf2.m) : 0; in drm_gtf2_m()
3212 BUILD_BUG_ON(offsetof(typeof(*descriptor), data.other_data.data.range.formula.gtf2.k) != 16); in drm_gtf2_k()
3214 return descriptor ? descriptor->data.other_data.data.range.formula.gtf2.k : 0; in drm_gtf2_k()
3224 BUILD_BUG_ON(offsetof(typeof(*descriptor), data.other_data.data.range.formula.gtf2.j) != 17); in drm_gtf2_2j()
[all …]
/openbsd/sys/dev/pci/drm/include/drm/
H A Ddrm_edid.h133 } __attribute__((packed)) formula; member
/openbsd/gnu/gcc/libstdc++-v3/include/tr1/
H A Drandom1318 // NB: Not exactly the TR1 formula, per N2079 instead.
1729 * The formula for the geometric probability mass function is
1815 * The formula for the poisson probability mass function is
1902 * The formula for the binomial probability mass function is
2091 * The formula for the exponential probability mass function is
2182 * The formula for the normal probability mass function is
2272 * The formula for the gamma probability mass function is
/openbsd/usr.bin/file/magdir/
H A Darchive686 >>>73 string formula
688 !:mime application/vnd.oasis.opendocument.formula
690 !:mime application/vnd.oasis.opendocument.formula-template
/openbsd/regress/usr.bin/diff/
H A Dt8.2448 * We use the following (simple) formula:
/openbsd/gnu/usr.bin/perl/cpan/version/lib/version/
H A DInternals.pod258 If you use a mathematic formula that resolves to a floating point number,
/openbsd/gnu/usr.bin/perl/
H A DREADME.hpux616 Parameter item. Insert the new formula into the Formula/Value box.
/openbsd/gnu/usr.bin/perl/pod/
H A Dperlgit.pod471 this via the following formula (see the explanation about C<refspec>'s
/openbsd/gnu/gcc/gcc/
H A Drtl.def750 point in the predicate formula. */
/openbsd/gnu/llvm/lldb/docs/
H A Ddoxygen.cfg.in286 # memory usage. The cache size is given by this formula:
/openbsd/gnu/llvm/llvm/docs/
H A Ddoxygen.cfg.in382 # cache size is given by this formula: 2^(16+LOOKUP_CACHE_SIZE). The valid range
H A DAMDGPUUsage.rst2024 offset by ``wavefront-scratch-base``). The following formula can be used to
/openbsd/gnu/llvm/clang/docs/
H A Ddoxygen.cfg.in381 # cache size is given by this formula: 2^(16+LOOKUP_CACHE_SIZE). The valid range
/openbsd/share/dict/
H A Dweb2a13237 column formula
13455 composition formula
13715 co-ordination formula
33334 linkage formula
41533 polyhedron formula
46327 recurrence formula
47582 ring formula
57341 space formula
59452 stereo formula
69486 valence formula
/openbsd/usr.sbin/unbound/doc/
H A Dunbound.doxygen470 # cache size is given by this formula: 2^(16+LOOKUP_CACHE_SIZE). The valid range
/openbsd/gnu/usr.bin/binutils/gdb/
H A DChangeLog-19985521 prologue. new formula handles optimization in which the prologue
/openbsd/games/fortune/datfiles/
H A Dfortunes2132 If X equals PI times R^2, construct a formula showing how long
20467 If I had a formula for bypassing trouble, I would not pass it around.
22771 I would deny, though, that the formula [Necessarily if some x has property P
38591 formula was the same:
42403 condemn once and for all the formula "chess for the sake of chess", like
42404 the formula "art for art's sake". We must organize shock-brigades of
H A Dfortunes6527 If A equals success, then the formula is _A = _X + _Y + _Z. _X is work. _Y
7174 In any formula, constants (especially those obtained from handbooks)

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