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/dports/sysutils/istio/istio-1.6.7/vendor/github.com/open-policy-agent/opa/vendor/github.com/mna/pigeon/builder/
H A Dbuilder_test.go21 additive = left:multiplicative "+" space right:additive {
23 } / mul:multiplicative { fmt.Println(mul) }
24 multiplicative = left:primary op:"*" space right:multiplicative { fmt.Println(left, right, op) } / …
/dports/lang/racket/racket-8.3/share/pkgs/gui-doc/scribblings/gui/
H A Dmult-color-intf.scrbl31 Gets the multiplicative scaling value for the blue component of the color.
38 Gets the multiplicative scaling value for the green component of the color.
45 Gets the multiplicative scaling value for the red component of the color.
61 Sets the multiplicative scaling value for the blue component of the color.
68 Sets the multiplicative scaling value for the green component of the
/dports/math/gap/gap-4.11.0/pkg/semigroups-3.2.3/gap/greens/
H A Dgree.gi178 "for a finite semigroup and multiplicative element",
182 "for a finite semigroup and multiplicative element",
190 "for a D-class and multiplicative element",
197 "for a D-class and multiplicative element",
204 "for a Green's class and multiplicative element",
211 "for a finite semigroup and multiplicative element",
218 "for a finite semigroup and multiplicative element",
225 "for a finite semigroup and multiplicative element",
242 "for a D-class and multiplicative element",
246 "for a D-class and multiplicative element",
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/dports/science/dakota/dakota-6.13.0-release-public.src-UI/docs/KeywordMetadata/
H A DDUPLICATE-correction13 \c additive and \c multiplicative corrections, the correction is local
18 match the truth data at the point, and the \c multiplicative
23 and the \c multiplicative \c first_order case is commonly known as
25 correction, the use of both additive and multiplicative corrections
30 \c multiplicative corrections. Each of these correction capabilities
40 be applied using either an additive, multiplicative, or combined
50 such as the first-order multiplicative correction (also known as beta
67 multiplicative approaches, corrections take the form
99 involves a convex combination of the additive and multiplicative
124 \c multiplicative zeroth_order correction methods are
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H A DDUPLICATE-combined6 multiplicative corrections allows the satisfaction of an additional
10 opposed to the local additive and multiplicative corrections.
/dports/lang/parrot/parrot-8.1.0/compilers/opsc/src/Ops/Compiler/
H A DGrammar.pm275 token infix:sym<*> { <sym> <O('%multiplicative :pirop<*>')> }
276 token infix:sym</> { <sym> <O('%multiplicative :pirop</>')> }
277 token infix:sym<%> { <sym> <O('%multiplicative :pirop<%>')> }
296 token infix:sym«<<» { <sym> <O('%multiplicative :pirop<shl>')> }
297 token infix:sym«>>» { <sym> <O('%multiplicative :pirop<shr>')> }
410 Ops::Compiler::Grammar.O(':prec<u=>, :assoc<left>', '%multiplicative');
/dports/graphics/R-cran-scales/scales/man/
H A Dexpand_range.Rd5 \title{Expand a range with a multiplicative or additive constant}
12 \item{mul}{multiplicative constant}
19 Expand a range with a multiplicative or additive constant
/dports/graphics/openfx-misc/openfx-misc-3ab0531/Shadertoy/presets/default/
H A Dfilmgrain-natron.frag.glsl8 uniform bool multiplicative = false; // Multiplicative (Apply multiplicative noise instead of addit…
20 if (multiplicative)
/dports/math/pari/pari-2.13.3/src/functions/sums/
H A Dsumdivmult8 Help: sumdivmult(n,d,expr): sum of multiplicative function expr,
10 Doc: sum of \emph{multiplicative} expression \var{expr} over the positive
12 where $f$ is multiplicative: $f(1) = 1$ and $f(ab) = f(a)f(b)$ for coprime
/dports/science/dakota/dakota-6.13.0-release-public.src-UI/test/
H A Ddakota_sbo_hier_poly_prod.in8 # (additive and multiplicative; zeroth, first, and second order) for
40 # correction multiplicative second_order #s1,#s4,#s7,#s10
43 # correction multiplicative first_order #s13
46 # correction multiplicative zeroth_order #s16
H A Ddakota_sbo_textbook.in12 # zeroth_order," "multiplicative zeroth_order," "additive first_order,"
13 # and "multiplicative first_order." The "none" case is the default
51 # correction multiplicative zeroth_order #s2
53 # correction multiplicative first_order #s4
H A Ddakota_sbo_hierarchical.in11 # (additive and multiplicative; zeroth, first, and second order) from
57 # correction multiplicative second_order #s1,#s4,#s7,#s10
60 # correction multiplicative first_order #s13
63 # correction multiplicative zeroth_order #s16
H A Ddakota_sbo_barnes_mf.in58 # correction multiplicative second_order
61 # correction multiplicative first_order #s1,#s4,#s7
65 # correction multiplicative zeroth_order
/dports/math/pari/pari-2.13.3/src/functions/number_fields/
H A Didealprincipalunits6 of the multiplicative group (1 + pr) / (1 + pr^k).
8 returns the multiplicative group $(1 + \var{pr}) / (1 + \var{pr}^k)$ as an
11 multiplicative group of the residue field.
/dports/math/pari/pari-2.13.3/src/functions/number_theoretical/
H A Dfforder5 Help: fforder(x,{o}): multiplicative order of the finite field element x.
7 Doc: multiplicative order of the finite field element $x$. If $o$ is
11 of the multiplicative group of the underlying finite field.
H A Dffgen6 (not necessarily a generator of its multiplicative group) as a t_FFELT.
34 To obtain a multiplicative generator, call \kbd{ffprimroot} on the result.
44 ? fforder(g) \\ g is not a multiplicative generator
46 ? a = ffprimroot(g) \\ recover a multiplicative generator
/dports/graphics/dataplot/dataplot-2c1b27601a3b7523449de612613eadeead9a8f70/lib/10step/
H A DSDIGIT.DP2 . Purpose: Create a multiplicative string
9 . sdigit (string) = multiplicative form e.g., X2*X5*X7
21 . -----Step 2: Form the multiplicative string (with base X)-----
/dports/lang/parrot/parrot-8.1.0/examples/languages/abc/src/parser/
H A Dgrammar.nqp96 ## multiplicative
97 token infix:sym<*> { <sym> <O('%multiplicative, :pirop<mul>')> }
98 token infix:sym</> { <sym> <O('%multiplicative, :pirop<div>')> }
99 token infix:sym<%> { <sym> <O('%multiplicative, :pirop<mod>')> }
124 NQP::Grammar.O(':prec<u=>, :assoc<left>', '%multiplicative');
/dports/math/R-cran-magic/magic/man/
H A Dcilleruelo.Rd4 A class of multiplicative magic squares due to Cilleruelo and Luca
7 Cilleruelo and Luca give a class of multiplicative magic squares whose
34 Javier Cilleruelo and Florian Luca 2010, \dQuote{On multiplicative
/dports/math/cadabra2/cadabra2-2.3.6.8/core/properties/
H A DWeightInherit.cc21 if(*tpit->second->name=="multiplicative") combination_type=multiplicative; in parse()
26 else combination_type=multiplicative; in parse()
50 case multiplicative: { in value()
/dports/math/R-cran-forecast/forecast/man/
H A Dets.Rd30 allow.multiplicative.trend = FALSE,
44 "M"=multiplicative and "Z"=automatically selected. So, for example, "ANN" is
45 simple exponential smoothing with additive errors, "MAM" is multiplicative
46 Holt-Winters' method with multiplicative errors, and so on.
54 multiplicative). If NULL, both damped and non-damped trends will be tried
101 \item{allow.multiplicative.trend}{If \code{TRUE}, models with multiplicative
103 excludes them. This argument is ignored if a multiplicative trend model is
/dports/devel/cscout/cscout-bd7dfac/btyacc/test/
H A DansiC2.y396 : multiplicative.expression
397 | additive.expression '+' multiplicative.expression
398 | additive.expression '-' multiplicative.expression
401 multiplicative.expression
403 | multiplicative.expression '*' cast.expression
404 | multiplicative.expression '/' cast.expression
405 | multiplicative.expression '%' cast.expression
H A DansiC.y357 : multiplicative.expression
358 | additive.expression '+' multiplicative.expression
359 | additive.expression '-' multiplicative.expression
362 multiplicative.expression
364 | multiplicative.expression '*' cast.expression
365 | multiplicative.expression '/' cast.expression
366 | multiplicative.expression '%' cast.expression
/dports/math/gap/gap-4.11.0/pkg/semigroups-3.2.3/gap/elements/
H A Delements.gi72 InstallMethod(IndexPeriodOfSemigroupElement, "for a multiplicative element",
96 InstallMethod(SmallestIdempotentPower, "for a multiplicative element",
117 "for a semigroup with multiplicative zero and multiplicative element",
/dports/math/pari/pari-2.13.3/src/functions/elliptic_curves/
H A Dellpadicbsd27 plus $1$ if the reduction of $E_D$ at $p$ is split multiplicative;
42 ? E = ellinit("91a1"); p = 7; n = 5; \\ non split multiplicative
50 ? E = ellinit("91b1"); p = 7; n = 5; \\ split multiplicative
57 %12 = [2, 1] \\ r = rC+1 because of split multiplicative reduction

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