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/dports/math/reduce/Reduce-svn5758-src/doc/manual/
H A Dlimits.tex17 \f{LIMIT(}\meta{EXPRN:algebraic},\,\meta{VAR:kernel},\,%
18 \meta{LIMPOINT:algebraic})\,:\,\textit{algebraic}
31 \texttt{LIMIT!+(}\meta{EXPRN:algebraic},\,\meta{VAR:kernel},\,%
32 \meta{LIMPOINT:algebraic}\texttt{)}\,:\,\textit{algebraic} \\
34 \meta{LIMPOINT:algebraic}\texttt{)}\,:\,\textit{algebraic}
54 LIMPOINT:{\em algebraic}):{\em algebraic}
56 LIMPOINT:{\em algebraic}):{\em algebraic}
66 LIMPOINT:{\em algebraic}):{\em algebraic}
77 \texttt{LIMIT2(} & TOP:{\em algebraic}, \\
78 &BOT:{\em algebraic}, \\
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H A Darnum.tex6 some ground domain. \index{i} The algebraic number $i$ (imaginary
8 polynomial $i^2 + 1$. The arithmetic of algebraic number $s$ can be
11 Given a defining polynomial for an algebraic number $a$
22 \ttindextype{+}{operator!algebraic numbers}
30 \ttindextype{*}{operator!algebraic numbers}
31 Multiplication of two algebraic numbers can be performed by normal
43 \ttindextype{/}{operator!algebraic numbers}
44 Division of two algebraic numbers r and s yields another algebraic number q.
68 \s{algebraic number} ::= \\
91 algebraic number sqrt(2), for example, can be introduced by
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/dports/math/reduce/Reduce-svn5758-src/packages/geometry/
H A Dgeoprover.red54 algebraic procedure add_ndg(d);
64 %algebraic procedure Normal(a); a;
72 algebraic procedure pp_line(a,b);
88 algebraic procedure ortho_line(p,a);
94 algebraic procedure par_line(p,a);
99 algebraic procedure varpoint(b,a,l);
127 algebraic procedure sqrdist(a,b);
153 algebraic procedure on_line(p,a);
168 algebraic procedure l2_angle(a,b);
175 algebraic procedure angle_sum(a,b);
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H A Dold-geometry.red106 algebraic procedure add_ndg(d);
118 algebraic procedure pp_line(a,b);
134 algebraic procedure lot(p,a);
140 algebraic procedure par(p,a);
149 algebraic procedure midpoint(a,b);
170 algebraic procedure sqrdist(a,b);
188 algebraic procedure parallel(a,b);
202 algebraic procedure mp(b,c);
210 algebraic procedure median(a,b,c);
223 algebraic procedure l2_angle(a,b);
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H A Dsupp.red33 algebraic procedure geo_simplify u; u;
34 algebraic procedure geo_normal u; u;
35 algebraic procedure geo_subs(a,b,c); sub(a=b,c);
37 algebraic procedure geo_gbasis(polys,vars);
44 algebraic procedure geo_groebfactor(polys,vars,nondeg);
50 algebraic procedure geo_normalf(p,polys,vars);
56 algebraic procedure geo_eliminate(polys,vars,elivars);
62 algebraic procedure geo_solve(polys,vars);
65 algebraic procedure geo_solveconstrained(polys,vars,nondegs);
72 algebraic procedure geo_eval(con,sol);
/dports/games/py-pychess/pychess-1.0.2/learn/puzzles/
H A Dtroicki.olv6 algebraic:
16 algebraic:
28 algebraic:
49 algebraic:
70 algebraic:
143 algebraic:
153 algebraic:
174 algebraic:
191 algebraic:
208 algebraic:
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H A Dlasker.olv6 algebraic:
40 algebraic:
184 algebraic:
239 algebraic:
289 algebraic:
318 algebraic:
355 algebraic:
400 algebraic:
419 algebraic:
452 algebraic:
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H A Dkubbel.olv7 algebraic:
31 algebraic:
81 algebraic:
94 algebraic:
110 algebraic:
133 algebraic:
165 algebraic:
176 algebraic:
195 algebraic:
207 algebraic:
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H A Dreti.olv7 algebraic:
96 algebraic:
148 algebraic:
220 algebraic:
256 algebraic:
270 algebraic:
287 algebraic:
308 algebraic:
325 algebraic:
346 algebraic:
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H A Ddawson.olv6 algebraic:
18 algebraic:
31 algebraic:
61 algebraic:
84 algebraic:
107 algebraic:
142 algebraic:
187 algebraic:
208 algebraic:
233 algebraic:
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H A Dbron.olv6 algebraic:
55 algebraic:
91 algebraic:
123 algebraic:
150 algebraic:
216 algebraic:
272 algebraic:
283 algebraic:
357 algebraic:
368 algebraic:
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/dports/devel/hs-haskell-language-server/haskell-language-server-1.4.0/_cabal_deps/algebraic-graphs-0.5/
H A Dalgebraic-graphs.cabal2 name: algebraic-graphs
4 synopsis: A library for algebraic graph construction and transformation
21 <https://github.com/snowleopard/alga Alga> is a library for algebraic construction and
26 <http://hackage.haskell.org/package/algebraic-graphs/docs/Algebra-Graph.html Algebra.Graph>
27 defines the main data type for /algebraic graphs/
28 <http://hackage.haskell.org/package/algebraic-graphs/docs/Algebra-Graph.html#t:Graph Graph>,
30 manipulation of /non-empty algebraic graphs/, see
32 Furthermore, /algebraic graphs with edge labels/ are implemented in
44 A large part of the API of algebraic graphs and adjacency maps is available
49 …<http://hackage.haskell.org/package/algebraic-graphs/docs/Algebra-Graph-Class.html Algebra.Graph.C…
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/dports/math/reduce/Reduce-svn5758-src/packages/arnum/
H A Darnum.tex14 \index{algebraic number fields}
15 \index{algebraic numbers}
18 some ground domain. \index{i} The algebraic number $i$ (imaginary
20 polynomial $i^2 + 1$. The arithmetic of algebraic number $s$ can be
23 Given a defining polynomial for an algebraic number $a$
34 \index{+ ! algebraic numbers}
42 \index{* ! algebraic numbers}
55 \index{/ ! algebraic numbers}
56 Division of two algebraic numbers r and s yields another algebraic number q.
81 \s{algebraic number} ::= \\
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/dports/science/mbdyn/mbdyn-1.7.3/modules/module-hid/
H A Dhid_test94 …genel: JOYSTICK_AILERONS, spring support, JOYSTICK_AILERONS, abstract, algebraic, linear elastic, …
95 …genel: JOYSTICK_ELEVATOR, spring support, JOYSTICK_ELEVATOR, abstract, algebraic, linear elastic, …
96 genel: JOYSTICK_RUDDER, spring support, JOYSTICK_RUDDER, abstract, algebraic, linear elastic, 1.;
97 …genel: JOYSTICK_THROTTLE, spring support, JOYSTICK_THROTTLE, abstract, algebraic, linear elastic, …
98 genel: TRIM_L, spring support, TRIM_L, abstract, algebraic, linear elastic, 1.;
99 genel: TRIM_F, spring support, TRIM_F, abstract, algebraic, linear elastic, 1.;
101 genel: JOYSTICK_TRIGGER, spring support, JOYSTICK_TRIGGER, abstract, algebraic, linear elastic, 1.;
102 …genel: JOYSTICK_BUTTON_2, spring support, JOYSTICK_BUTTON_2, abstract, algebraic, linear elastic, …
103 …genel: JOYSTICK_BUTTON_3, spring support, JOYSTICK_BUTTON_3, abstract, algebraic, linear elastic, …
104 …genel: JOYSTICK_BUTTON_4, spring support, JOYSTICK_BUTTON_4, abstract, algebraic, linear elastic, …
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/dports/science/mbdyn/mbdyn-1.7.3/modules/module-octave/demo/
H A Doctave_drive_caller.mbdyn91 abstract: 1, algebraic;
92 abstract: 2, algebraic;
93 abstract: 3, algebraic;
94 abstract: 4, algebraic;
95 abstract: 5, algebraic;
96 abstract: 6, algebraic;
97 abstract: 7, algebraic;
98 abstract: 8, algebraic;
99 abstract: 9, algebraic;
100 abstract: 10, algebraic;
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/dports/math/z3/z3-z3-4.8.13/src/math/polynomial/
H A Dalgebraic_params.pyg1 def_module_params('algebraic',
2 … description='real algebraic number package. Non-default parameter settings are not supported',
4 …ions in the real algebraic number module is determining the sign of a polynomial evaluated at a sa…
5 …('min_mag', UINT, 16, 'Z3 represents algebraic numbers using a (square-free) polynomial p and an i…
6 …BOOL, True, 'use polynomial factorization to simplify polynomials representing algebraic numbers'),
7 … UINT, 31, 'parameter for the polynomial factorization procedure in the algebraic number module. Z…
8 …, UINT, 1, 'parameter for the polynomial factorization procedure in the algebraic number module. Z…
9 …INT, 5000, 'parameter for the polynomial factorization procedure in the algebraic number module. Z…
/dports/math/py-z3-solver/z3-z3-4.8.10/src/math/polynomial/
H A Dalgebraic_params.pyg1 def_module_params('algebraic',
2 … description='real algebraic number package. Non-default parameter settings are not supported',
4 …ions in the real algebraic number module is determining the sign of a polynomial evaluated at a sa…
5 …('min_mag', UINT, 16, 'Z3 represents algebraic numbers using a (square-free) polynomial p and an i…
6 …BOOL, True, 'use polynomial factorization to simplify polynomials representing algebraic numbers'),
7 … UINT, 31, 'parameter for the polynomial factorization procedure in the algebraic number module. Z…
8 …, UINT, 1, 'parameter for the polynomial factorization procedure in the algebraic number module. Z…
9 …INT, 5000, 'parameter for the polynomial factorization procedure in the algebraic number module. Z…
/dports/math/reduce/Reduce-svn5758-src/packages/regressions/
H A D2019-12-17-algebraic-procedure-as-operator.rlg1 Comment Do not allow to use the same identifier for an algebraic procedure and an operator,
5 algebraic procedure fn1(x);
11 algebraic operator fn1;
14 *** fn1 already defined as algebraic procedure
36 algebraic operator fn1;
H A D2019-12-17-algebraic-procedure-as-operator.tst1 Comment Do not allow to use the same identifier for an algebraic procedure and an operator,
4 algebraic procedure fn1(x);
6 algebraic operator fn1;
15 algebraic operator fn1;
26 algebraic procedure op1; 1;
H A D2011-10-21-t-nil.tst16 algebraic procedure nil(u); u;
50 algebraic procedure x1(t);t;
54 algebraic procedure x2(t); begin scalar nil; return (t+nil); end;
63 algebraic procedure y1(t); begin integer nil; return (t+nil); end;
69 algebraic procedure z1(t,u); begin t := t + u^2; return t; end;
79 algebraic procedure t(x); x;
87 algebraic procedure nil(x); x;
/dports/math/reduce/Reduce-svn5758-src/xmpl/
H A D2011-10-21-t-nil.tst16 algebraic procedure nil(u); u;
50 algebraic procedure x1(t);t;
54 algebraic procedure x2(t); begin scalar nil; return (t+nil); end;
63 algebraic procedure y1(t); begin integer nil; return (t+nil); end;
69 algebraic procedure z1(t,u); begin t := t + u^2; return t; end;
79 algebraic procedure t(x); x;
87 algebraic procedure nil(x); x;
/dports/math/reduce/Reduce-svn5758-src/packages/crack/
H A Dapplysym.red229 algebraic oldsol
452 algebraic(h2:=termxread())
469 algebraic(h2:=termxread())
494 reval algebraic v,"i." else
530 el3:=explode reval algebraic h;
686 % algebraic(write "ffi = ",
697 algebraic <<
705 deprint(cdr reval algebraic h2);
719 algebraic(h2):=termxread()
742 write"take ",reval algebraic h,
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/dports/math/reduce/Reduce-svn5758-src/doc/manual2/
H A Dlimits.tex28 \noindent {\tt LIMIT}(EXPRN:{\em algebraic}, VAR:{\em kernel},
29 LIMPOINT:{\em algebraic}):{\em algebraic}
40 \noindent {\tt LIMIT!+}(EXPRN:{\em algebraic}, VAR:{\em kernel},
41 LIMPOINT:{\em algebraic}):{\em algebraic} \\
42 \noindent {\tt LIMIT!-}(EXPRN:{\em algebraic}, VAR:{\em kernel},
43 LIMPOINT:{\em algebraic}):{\em algebraic}
/dports/math/reduce/Reduce-svn5758-src/packages/groebner/
H A Dideals.red58 algebraic operator i;
92 algebraic operator id!-equal;
107 algebraic operator member;
109 algebraic <<let ~a member ~b => gb!-member(a,b) when idealp b>>;
119 algebraic operator subset;
132 algebraic operator .+;
142 algebraic operator .*;
165 algebraic operator intersection;
167 algebraic <<let intersection (~a , ~b) => gb!-intersect(a,b)
171 algebraic operator id!-quotient;
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/dports/math/reduce/Reduce-svn5758-src/packages/trigsimp/
H A Dtrigsmp2.red120 %% algebraic let trig_normalize!*;
128 %% f := algebraic f;
142 algebraic(begin scalar u;
260 term := algebraic
388 algebraic procedure trig2ord(p,x,y);
395 algebraic procedure ord2trig(p,x,y);
405 algebraic procedure subpoly2hyp(p,x);
412 algebraic procedure varget(p);
438 p := algebraic sub(
444 algebraic sub(
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