/dports/math/maxima/maxima-5.43.2/share/contrib/noninteractive/ |
H A D | noninteractive.mac | 9 * asksign (x); 10 * asksign (log (x)); 11 * asksign (abs (x)); 28 * integrate (1 / sqrt(n + i),i,1,n); 33 * integrate (cos(n*x) * sin(n*x), x, 0, t); 73 * sum (r/k*binom(n, r) * binom(m, k - r)/binom(n + m, k), r, 0, k), 88 if not atom(r%) and (op(r%) = 'asksign or op(r%) = 'askprop or op(r%) = 'askequal) 95 if not atom(r%) and op(r%) = 'asksign 145 map (lambda ([p%], 146 if op(p%) = 'equal [all …]
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/dports/math/maxima/maxima-5.43.2/share/contrib/diffequations/ |
H A D | ode1_riccati.mac | 230 signb:asksign(b), 231 signc:asksign(c), 236 u: sqrt(x)*(bessel_j(n,2*sqrt(-b*c)*x^(p/2)/p) 237 + %c*bessel_y(n,2*sqrt(-b*c)*x^(p/2)/p) ) 239 u: sqrt(x)*(bessel_j(n,2*sqrt(-b*c)*x^(p/2)/p) 240 + %c*bessel_j(-n,2*sqrt(-b*c)*x^(p/2)/p) ) 244 u: sqrt(x)*(bessel_i(n,2*sqrt(b*c)*x^(p/2)/p) 245 + %c*bessel_k(n,2*sqrt(b*c)*x^(p/2)/p) ) 247 u: sqrt(x)*(bessel_i(n,2*sqrt(b*c)*x^(p/2)/p) 248 + %c*bessel_k(-n,2*sqrt(b*c)*x^(p/2)/p) ) [all …]
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/dports/math/maxima/maxima-5.43.2/share/calculus/ |
H A D | fourie.mac | 82 else (asign:asksign(a), 83 bsign:asksign(b), 149 fourier(f,x,p):=block([n], 156 a0:adefint(f,x,-p,p)/(2*p),an:adefint(f*cos(n*%pi*x/p),x,-p,p)/p, 157 bn:adefint(f*sin(n*%pi*x/p),x,-p,p)/p, 160 fourcos(f,x,p):=block([a0,an,n],assume(n > 0),a0:adefint(f,x,0,p)/p, 161 an:2*adefint(f*cos(n*%pi*x/p),x,0,p)/p, 164 foursin(f,x,p):=block([bn,n],assume(n > 0), 165 bn:2*adefint(f*sin(n*%pi*x/p),x,0,p)/p,ldisp(b[n] = bn))$ 192 n*%pi*x/p),n, [all …]
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/dports/math/maxima/maxima-5.43.2/doc/info/ |
H A D | Database.texi | 372 (%i1) declare(n, even); 374 (%i2) askinteger(n, even); 376 (%i3) askinteger(n); 378 (%i4) evenp(n); 558 (%i2) askinteger(n); 900 @fname{remove} (all, @var{p}) 913 @code{remove (all, @var{p})} removes the property @var{p} from all atoms which 1243 @c input:p; 1245 @c input:p; 1279 p; [all …]
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H A D | maxima.info-1 | 2021 for i thru n do L[i, i] : 1 / p[i], 2033 for i thru n do L[i,i]:1/p[i], 2040 ) else L[j,i]:x*p[i])),for i thru n do L[i,i]:1/p[i],for i thru \ 8664 expand (<expr>, <p>, <n>) 8678 'expand (<expr>, <p>, <n>)' expands <expr>, using <p> for 11677 or a logarithm 'log(<x>)', 'asksign' always requests an input from 11710 (%i6) asksign (a); 15249 is odd, or '[-(<p>/2 - 1), ..., 0, ...., <p>/2]' when <p> is even, 20577 -- Function: nthroot (<p>, <n>) 20581 that 'q^n = p' or prints an error message indicating that <p> is [all …]
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H A D | maxima.info-2 | 2616 (%i1) g(p) := p*4^n/binomial(2*n,n); 4028 cyclic if <n> is equal to '2', '4', 'p^k' or '2*p^k', where 'p' is 4134 '2', '4', 'p^k' or '2*p^k', where 'p' is prime and greater than '2' 5610 When 'asksign' is called, 'askexp' is the expression 'asksign' is 12166 fff(n+p,k+q), 16997 Binomial(n,p) random variable, with 0 \leq p \leq 1 and n a 17003 Binomial(n,p) random variable, with 0 \leq p \leq 1 and n a 17026 -- Function: var_binomial (<n>,<p>) 17049 Returns a Binomial(n,p) random variate, with 0 \leq p \leq 1 and n 17434 Binomial(n,p) random variable, with 0 < p \leq 1 and n a positive [all …]
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H A D | maxima.info-3 | 287 The ideal I:p^inf is the ideal {h| there is a n in N: p^n*h in I}. 288 The ideal I:J^inf is the ideal {h| there is a n in N and a p in J: p^n*h 2364 For a monic polynomial <p> of degree <n>, we have '<p> = (-1)^<n> 4153 (%i5) p : expand(p)$ 4560 When <n> exceeds 'pochhammer_max_index' or when <n> is symbolic, 5059 p; 5061 p; 5063 p; 7683 a b c d e f g h i j k l m n o p q r s t u v w x y z 7761 d e f g h i j k l m n o p q r s t u v w x y z { | } ~ [all …]
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/dports/math/maxima/maxima-5.43.2/share/contrib/integration/ |
H A D | abs_integrate.mac | 103 p : xreduce('min, p), 316 if safe_op(p) = ">" or freeof(x,p) then ( 335 p : factor(p), 336 if mapatom(p) or not op(p) = "*" then p else map(lambda([s], if constantp(s) then 1 else s),p)); 371 /* This function tries to return integrate(e,x) without calling asksign. If asksign does 401 bits(k,n) := block([b : []], 402 while n > 0 do ( 403 n : n -1, 415 to integrate without calling asksign and it cleans the fact database on exit. 434 n : 2^m-1, [all …]
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/dports/math/maxima/maxima-5.43.2/tests/ |
H A D | rtest_sign.mac | 676 /* Symbols declcared as integeger, real, imaginary or complex */ 677 map(csign, [n,x,j,z]); 729 csign((10*a+(c/j)^2)^n); 914 * Bug ID: 2477795 - "assume":problems with fractions or multiples of %pi and %e 1022 buddy(p,q) := expand(if p >= 0 then q else q,0,0), 1030 is ((n-1)^2 > 0); 1044 map(asksign,[%pi,%e,%phi,%gamma,inf,minf]); 1047 errcatch(asksign(%i)); 1050 errcatch(asksign(infinity)); 1165 assume(c^m/d^n<=0); [all …]
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H A D | rtestsum.mac | 17 /* Known failure: causes asksign to ask an unanswerable question about index variable; 18 * this is a bug in integrate and/or asksign. 23 /* Known failure: causes asksign to ask an unanswerable question about index variable; 24 * this is a bug in integrate and/or asksign. 194 p + (p + 1) + (p + 2); 197 p * (p + 1) * (p + 2); 488 p(6) - p(1)$ 533 p(6) / p(1)$ 595 sum(p,p,p,p); 598 product(p,p,p,p); [all …]
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H A D | rtest_laplace.mac | 9 /* attempt to forestall asksign queries */ 182 * -> gamma(2*v)*p^(-v)*exp(a/p/2)*D[-2*v](sqrt(2*a/p)) 187 * -> 2*(a/p/4)^(v/2)*bessel_k(v, sqrt(a)*sqrt(p)) 192 * -> a^(-p)*gamma(p,a) 200 * -> a^(-p)*gamma_incomplete(-p,a) 316 * Test for Whittaker W function. Simplify this if possible, or 326 * *2f1(u+v+1/2,u-k+1/2;v-k+1;(p-a/2)/(p+a/2)) 348 * gamma(s)/p^s*%f[m+k,n]([a1,...,am,s/k,(s+1)/k,...,(s+k-1)/k],[p1,...,pm],(k*c/p)^k) 350 * with Re(p) > 0 if m + k <= n, Re(p+k*c*exp(2*%pi*%i*r/k)) > 0 for r 398 * -> a^(-1/2)*p^(-u)*exp(-a/2/p) [all …]
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/dports/math/maxima/maxima-5.43.2/share/diffequations/ |
H A D | ode2.mac | 56 if atom(eq) or not(inpart(eq,0)="*") then return(expand(eq)), 98 if atom(eq) or not(inpart(eq,0)="*") then eq: [eq], 137 /* B&DiP, p. 21, problem 15 */ 145 if not(freeof(y,a2)) or not(freeof(x,y,n)) or n=0 146 or not(eq = expand(a1*y + a2*y^n)) 191 if freeof(%i,a) then sign: asksign(a) 194 if asksign(%f%^2) = zero then 250 /* B&DiP, p. 89, problem 1 */ 260 /* B&DiP, p. 89, problem 2 */ 302 sign: asksign(dc), [all …]
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/dports/math/maxima/maxima-5.43.2/doc/info/es.utf8/ |
H A D | maxima.info-2 | 305 -- Función: expand (<expr>, <p>, <n>) 2798 -- Función: remove (all, <p>) 2879 -- Función: asksign (<expr>) 2904 '<pred_1> and ... and <pred_n>', pero no '<pred_1> or ... or 2990 'asksign'. En particular, cuando el argumento de 'asksign' es una 3025 (%i6) asksign (a); 3255 -- Función: charfun (<p>) 5581 -- Función: factor (<expr>, <p>) 6062 -- Función: polydecomp (<p>, <x>) 6114 -- Función: polymod (<p>) [all …]
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/dports/math/maxima/maxima-5.43.2/doc/info/es/ |
H A D | maxima.info-2 | 305 -- Funci�n: expand (<expr>, <p>, <n>) 2798 -- Funci�n: remove (all, <p>) 2879 -- Funci�n: asksign (<expr>) 2904 '<pred_1> and ... and <pred_n>', pero no '<pred_1> or ... or 2990 'asksign'. En particular, cuando el argumento de 'asksign' es una 3025 (%i6) asksign (a); 3255 -- Funci�n: charfun (<p>) 5581 -- Funci�n: factor (<expr>, <p>) 6062 -- Funci�n: polydecomp (<p>, <x>) 6114 -- Funci�n: polymod (<p>) [all …]
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/dports/math/maxima/maxima-5.43.2/doc/info/pt.utf8/ |
H A D | maxima.info-2 | 187 reconhecidos, mas não '<pred_1> or ... or <pred_n>'. 'not 190 or <pred_2>)' não são reconhecidas. 265 de 'asksign'. Particularmente, quando o argumento de 'asksign' for 300 (%i6) asksign (a); 304 (%i7) asksign (a[1]); 309 (%i8) asksign (foo (a)); 313 (%i9) asksign (foo (a) + bar (b)); 319 (%i10) asksign (log (a)); 326 (%i11) asksign (a - b); 504 subexpressão cujo principal operador não for + - * / or ^ com expoente [all …]
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/dports/math/maxima/maxima-5.43.2/doc/info/pt/ |
H A D | maxima.info-2 | 187 reconhecidos, mas n�o '<pred_1> or ... or <pred_n>'. 'not 190 or <pred_2>)' n�o s�o reconhecidas. 265 de 'asksign'. Particularmente, quando o argumento de 'asksign' for 300 (%i6) asksign (a); 304 (%i7) asksign (a[1]); 309 (%i8) asksign (foo (a)); 313 (%i9) asksign (foo (a) + bar (b)); 319 (%i10) asksign (log (a)); 326 (%i11) asksign (a - b); 504 subexpress�o cujo principal operador n�o for + - * / or ^ com expoente [all …]
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/dports/math/maxima/maxima-5.43.2/doc/info/pt_BR/ |
H A D | maxima.info-2 | 187 reconhecidos, mas n�o '<pred_1> or ... or <pred_n>'. 'not 190 or <pred_2>)' n�o s�o reconhecidas. 265 de 'asksign'. Particularmente, quando o argumento de 'asksign' for 300 (%i6) asksign (a); 304 (%i7) asksign (a[1]); 309 (%i8) asksign (foo (a)); 319 (%i10) asksign (log (a)); 326 (%i11) asksign (a - b); 504 qualquer subexpress�o cujo principal operador n�o for + - * / or ^ com 3289 Is a positive, negative, or zero? [all …]
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H A D | maxima.info-1 | 2575 O operador l�gico de disjun��o. 'or' � um operador n-�rio infixo; 2594 'or' n�o � comutativo: 'a or b' pode n�o ser igual a 'b or a' 5531 Quando 'asksign' � chamada, 'askexp' � a express�o que 'asksign' 5553 -- Fun��o: asksign (<expr>) 5555 negativa, ou zero. Se isso n�o for poss�vel, 'asksign' pergunta ao 5586 -- Fun��o: expand (<expr>, <p>, <n>) 5599 'expand (<expr>, <p>, <n>)' expande <expr>, usando <p> para 7398 p : makelist (0, i, 1, length (A))], for i thru n do for j : i thru n do 7400 p[i] : 1 / sqrt(x) else L[j, i] : x * p[i]), for i thru n do L[i, i] : 1 / p[i], 7411 for i thru n do L[i,i]:1/p[i], [all …]
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/dports/math/maxima/maxima-5.43.2/doc/info/pt_BR.utf8/ |
H A D | maxima.info-2 | 187 reconhecidos, mas não '<pred_1> or ... or <pred_n>'. 'not 190 or <pred_2>)' não são reconhecidas. 265 de 'asksign'. Particularmente, quando o argumento de 'asksign' for 300 (%i6) asksign (a); 304 (%i7) asksign (a[1]); 309 (%i8) asksign (foo (a)); 319 (%i10) asksign (log (a)); 326 (%i11) asksign (a - b); 504 qualquer subexpressão cujo principal operador não for + - * / or ^ com 3289 Is a positive, negative, or zero? [all …]
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/dports/math/maxima/maxima-5.43.2/doc/info/de/ |
H A D | maxima.info-6 | 1792 Wenn 'asksign' aufgerufen wird, enth�lt 'askexp' den Ausdruck, der 1793 von 'asksign' getestet wird. 2227 (%i5) simp_assuming(asksign(p), p < 0); 2459 polynomial <p> or a list of polynomials <p_1>, ..., <p_n>. 2637 'bernstein_poly(k,n,x)' vanishes. When either 'k' or 'n' are non 7176 Binomial(n,p) random variable, with 0<p<1 and n a positive integer. 7182 Binomial(n,p) random variable, with 0<p<1 and n a positive integer. 7232 Returns a Binomial(n,p) random variate, with 0<p<1 and n a positive 7632 Binomial(n,p) random variable, with 0<p<1 and n a positive integer. 7638 Binomial(n,p) random variable, with 0<p<1 and n a positive integer. [all …]
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H A D | maxima.info-2 | 1420 -- Funktion: expand (<expr>, <p>, <n>) 1434 'expand(<expr>, <p>, <n>)' expandiert <expr>, wobei 'maxposex' den 1435 Wert <p> und 'maxnegex' den Wert <n> erhalten. 4192 (or kernels) and '%pi/<n>' (<n> integer) with integer coefficients. 4790 -- Funktion: featurep (<a>, <p>) 5183 -- Funktion: remove (all, <p>) 5194 'remove(all, <p>)' entfernt die Eigenschaft <p> von allen Atomen, 5296 -- Funktion: asksign (<expr>) 5323 Operator 'or' der Form '<pred_1> or ... or <pred_n>'. Ein Ausdruck 5835 -- Funktion: charfun (<p>) [all …]
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/dports/math/maxima/maxima-5.43.2/doc/info/de.utf8/ |
H A D | maxima.info-6 | 1792 Wenn 'asksign' aufgerufen wird, enthält 'askexp' den Ausdruck, der 1793 von 'asksign' getestet wird. 2227 (%i5) simp_assuming(asksign(p), p < 0); 2459 polynomial <p> or a list of polynomials <p_1>, ..., <p_n>. 2637 'bernstein_poly(k,n,x)' vanishes. When either 'k' or 'n' are non 7176 Binomial(n,p) random variable, with 0<p<1 and n a positive integer. 7182 Binomial(n,p) random variable, with 0<p<1 and n a positive integer. 7232 Returns a Binomial(n,p) random variate, with 0<p<1 and n a positive 7632 Binomial(n,p) random variable, with 0<p<1 and n a positive integer. 7638 Binomial(n,p) random variable, with 0<p<1 and n a positive integer. [all …]
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H A D | maxima.info-2 | 1420 -- Funktion: expand (<expr>, <p>, <n>) 1434 'expand(<expr>, <p>, <n>)' expandiert <expr>, wobei 'maxposex' den 1435 Wert <p> und 'maxnegex' den Wert <n> erhalten. 4192 (or kernels) and '%pi/<n>' (<n> integer) with integer coefficients. 4790 -- Funktion: featurep (<a>, <p>) 5183 -- Funktion: remove (all, <p>) 5194 'remove(all, <p>)' entfernt die Eigenschaft <p> von allen Atomen, 5296 -- Funktion: asksign (<expr>) 5323 Operator 'or' der Form '<pred_1> or ... or <pred_n>'. Ein Ausdruck 5835 -- Funktion: charfun (<p>) [all …]
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/dports/math/maxima/maxima-5.43.2/locale/ |
H A D | pt.po | 10 "Report-Msgid-Bugs-To: \n" 15 "Language: pt\n" 16 "MIME-Version: 1.0\n" 263 "the~\n" 1098 msgid "asksign: internal error." 3169 msgid "sign or asksign: insufficient data." 3173 msgid "sign or asksign: insufficient information." 3362 #. p^0 3697 "~\n" 3707 "~\n" [all …]
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H A D | es.po | 1609 msgid "asksign: internal error." 1610 msgstr "asksign: error interno." 1755 "asumido: el argumento no puede ser una expresión 'or' ('o'); se ha " 2688 msgstr "un argumento no puede ser una expresión 'or' ; encontrado ~M" 3681 msgstr "p-cociente: intentado hacer un cociente a cero." 3920 msgid "sign or asksign: insufficient data." 3924 msgid "sign or asksign: insufficient information." 4115 #. p^0 4393 "simplemente párame y devuelve ~:@M~%" 4723 msgid "~&~:d test~p failed out of ~:d total tests.~%" [all …]
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