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libpari-gmp-tls8-2.15.4-1.5 RPM for x86_64

From OpenSuSE Tumbleweed for x86_64

Name: libpari-gmp-tls8 Distribution: openSUSE Tumbleweed
Version: 2.15.4 Vendor: openSUSE
Release: 1.5 Build date: Sat Feb 3 01:44:42 2024
Group: System/Libraries Build host: i01-ch1b
Size: 9914933 Source RPM: pari-2.15.4-1.5.src.rpm
Packager: https://bugs.opensuse.org
Url: https://pari.math.u-bordeaux.fr
Summary: Shared library for the PARI Computer Algebra System
PARI/GP is a computer algebra system designed for computations
in number theory (factorizations, algebraic number theory, elliptic
curves) and other entities like matrices, polynomials,
power series, algebraic numbers, and transcendental functions.


This package contains shared library for the PARI CAS.

Provides

Requires

License

GPL-2.0-only

Changelog

* Sun Jul 16 2023 Dirk Müller <dmueller@suse.com>
  - update to 2.15.4:
    * lfunan(lfunetaquo([12,1;13*12,1]),1) -> stack overflow
    * FpM_intersect could return a Flm
    * 3- ifac_isprime could be called on input with tiny
      divisors
    * nfcompositum could return non-monic polynomials
    * gammamellininvinit(vector(9,i,1)) -> SEGV
    * incorrect sanity check in rnfeltdown ("not in base
      field")
    * precision loss in gammamellininv
    * [pthread] parselect could crash
    * rare infinite loop in ellsaturation
    * quadunitindex(8461,2)->1 instead of 3
    * chinese(Mod(1,3)*(x^2+x+2),Mod(1,5)*(x-1))->incorrect
      leading term
    * lindep([0,x]) -> SEGV
    * [libpari] RgX_div_by_X_x: wrong variable number
    * MS 14- hyperellratpoints(2*x^3+x^2-x,1000) -> wrong result
    * ellisogeny over a nf -> inconsistent variables error
    * w=3;quadgen(5) -> print x instead of w
    * FpX_convol: wrong result for mixed degree
    * 18- mateigen(,1): eigenvalues were given as t_VEC or
      t_COL. Use t_COL.
    * ellcard over small finite field: potential oo-loop
  - add pari.keyring for source integrity validation
* Mon Apr 17 2023 Anton Shvetz <shvetz.anton@gmail.com>
  - Update to 2.15.3
    * rare infinite loop in idealtwoelt
    * nfisisom(16*x^4+1,16*x^4+1) -> error
    * forprimestep(p=a,b,q,) overflow when a > primelimit
    * lfun([bnrinit(bnfinit(y^2+1),12),[[2,0],[6,0]]],2) -> error
    * lfunthetacost(polcyclo(43)): silent overflow
    * ellcard(ellinit([1,1]*ffgen([41,16])))-> impossible inverse
    * wrong result (missing content) in idealred(nf, [id, elt])
    * det(integer matrix) -> inconsistent exact division
    * fft([],[]) -> SEGV, fft([1],[1]) -> SEGV
    * nfrootsof1(x^0) -> oo-loop
    * hgmalpha did not check its input
    * hyperellchangecurve([],[]) -> SEGV
    * hyperellchangecurve(x^0,[1,matid(2),0]) -> SEGV
    * rnfeltnorm(x,x) -> SEGV
    * polylogmult(1,[],-1) -> SEGV
    * ellheight(non-integral E) -> crash
    * content(1,y) -> pol_1(y) instead of t_INT 1
    * s=taylor(1/((x-1)*(y-1)),x); taylor(s,y) -> invalid object
    * avoid crashing when sumnumsidi diverges (0 bits of accuracy)
* Thu Jan 05 2023 Dirk Müller <dmueller@suse.com>
  - update to 2.15.2:
    Fixed
      polredbest: rare error "inconsistent concatenation"
      hypergeom([0,0],[1],2)
      powers(t_INT, ...) was very slow
      factor(prod(i=1,20,nextprime(2^i)), 131) would include 131
      sumeulerrat(x^2/(1+x),2) -> FPE
      lambertw(10^1000) -> overflow
* Fri Nov 18 2022 Jan Engelhardt <jengelh@inai.de>
  - Update to release 2.15.1
    * Resolve SIGSEGV with seralgdep and bnfinit functions
    * Resolve obscure oo loop in solve when solution ~ 0
* Thu Oct 27 2022 Andrea Manzini <andrea.manzini@suse.com>
  - Update to release 2.15.0
    * The GP language:
    * Notion of DebugLevel "domains" that allow to finely control
      diagnostics.
    * The syntax setdebug(dom, val) and default(def, val) are now
      recognized in the GPRC file.
    * Linear Algebra:
    * qflll() now implements most LLL modes in fplll (fast, dpe and
      heuristic), allowing large speedups. Directly and in the many
      functions that use the LLL algorithm.
    * New GP function snfrank(), a utility function returning
      q-ranks from Smith Normal Forms
    * Elementary Number Theory:
    * New GP function: harmonic(), to compute generalized harmonic
      numbers
    * Reworked Euler numbers, analogously to Benoulli's: eulervec()
      is now faster and caches computed values, and a new GP
      function eulerreal() computes floating point approximations.
    * Elliptic Curves: New module to compute the Mordell-Weil group
      of rational elliptic curves
    * See https://pari.math.u-bordeaux.fr/pub/pari/unix/pari-2.15.0.changelog
      for details.
* Wed Apr 13 2022 Anton Shvetz <shvetz.anton@gmail.com>
  - Update to release 2.13.4
    * For z=x+wy a t_QUAD, z.pol returned the modulus z.mod instead
      of the t_POL x+'w*y
    * allow eulerianpol(0) (= 1)
    * allow polylog(0,x) (was broken when eulerianpol
      was introduced)
    * concat(t_LIST,t_LIST) was leaking memory
    * missing type checks in ellchangepoint (led to a SIGSEGV)
    * polsturm(-25*x^4+2*x^3+99*x^2-44*x-132,[-oo,-4])
      returned garbage
    * ellheight(E,,Q) led to a SIGSEGV
    * besselj(80,66) led to an infinite loop
    * lfun(1, 0.0) "normalizing a series with a 0 leading term"
    * (0. + O(x) == 1) returned 'true'
    * idealismaximal(nfinit(x),Mat(2)) -> 0
    * O(29^(-1)) == 1 was FALSE (same for -1)
    * Mod(0, 2*x^0)  == 1 was FALSE (same for -1)
    * [X11] resizing a window could keep traces
      of previous drawing
    * x->x+0x1 was not displayed correctly
    * bnfinit(Q) was not using current precision
    * polresultant(t_POL with t_RFRAC coefs,...) led to internal
      errors
    * znchardecompose(znstar(2,1),[],2) led to SIGSEGV
    * missing roots in nfroots(t_POL,)
    * factorpadic: ensure leading coefs are powers of p
    * nfsnf returned wrong results
    * rare SEGV occurred in nfdisc
    * factor((Mod(1,2)*((t^2+1)*x^4+(t^4+1)*x^2+1)))
      led to a division by 0
    * minpoly(Mod(1/(x-(t+1))*Mod(1,2),(t+1)*x^2+t*x+1))
      led to an error
    * factor(Mod(1,2)*x^5+a*x^3) led to division by 0
    * nfgrunwaldwang: fix infinite loop
    * ti=thueinit(3*x^3 + 5*x^2 - 14*x + 54,1); thue(ti,1)
      led to an error
    * bnrclassfield led to incorrect result when fundamental
      units are large
* Tue Nov 02 2021 Anton Shvetz <shvetz.anton@gmail.com>
  - Update to release 2.13.3. Fixed
    [last column crossreferences current development release 2.14.0]
    * zeta(-2 + O(x)) => division by 0                          [F25]
    * (-1)^(-1/2) -> I instead of -I                            [F56]
    * GC error in ZX_Uspensky(, flag = 0)                       [F58]
    * ellisomat(ell/nf not integral) -> oo-loop or wrong result [F59]
    * (f(~v)=v[1]=1);(g(v) = f(~v)); my(V=[0]);g(V);V -> [1]
      instead of [0] due to missing copy on write [#2304]       [F60]
    * hypergeom([1/12,1/12],2/3,3) -> wrong result              [F61]
    * overflow in mulu_interval(,ULONG_MAX) [#2309]             [F62]
    * ellE(1) -> domain error [#2312]                           [F63]
    * log1p(-1 + 10^-10) -> oo time                             [F64]
    * bernvec entries were wrong from B_{2*4064} on [#2311]     [F65]
    * plotrecthraw for multi-curves                             [F66]
    * RgXn_powu(,,1) wrong result [#2314]                       [F67]
    * erfc incorrect on negative imaginary axis [#2315]         [F68]
    * mfgalpoistype bug for dihedral types (when conductor at oo
      is not stable under Galois) [#2293]                       [F69]
    * [32bit] forfactored(n=223092868, 223092871, ) ->
      SEGV [#2318]                                              [F70]
    * Fp_issquare(0, p) would return 0                          [F71]
* Sun Oct 31 2021 Anton Shvetz <shvetz.anton@gmail.com>
  - Split '%make_build all docpdf' into separate executions due to
    non-reproducible results during parallel build with varying
    numbers of jobs. Thanks to Bernhard M. Wiedemann for reporting
    the bug.
* Fri Oct 29 2021 Anton Shvetz <shvetz.anton@gmail.com>
  - Update to release 2.13.2. Fixed
    [last column crossreferences current development release 2.14.0]
    * rnfidealup(, non-integral ideal) -> division by 0         [F22]
    * memory leak in ellheight                                  [F23]
    * memory leak in bnfinit                                    [F24]
    * nfeltdiv(nfinit(x^2+1), 0, 1+x/2) -> SEGV [#2277]         [F26]
    * znchargauss(g,chi,0) -> oo loop                           [F28]
    * bnflog(bnr, ...) -> SEGV                                  [F29]
    * elliptic functions: incorrect reduction
      of z/w1 mod [1,tau] => catastrophic cancellation          [F30]
    * powcx(x, t_COMPLEX with 0 imaginary part) -> crash        [F31]
    * nfsubfields(t_POL in other var than x,,1) -> SEGV         [F32]
    * extra terms in power t_SER substitutions [#2281]          [F33]
    * k=bnfinit(quadpoly(-2923,a));
      bnrclassfield(k,3) -> SEGV [#2280]                        [F34]
    * rnfdisc mishandled polynomials with denominators [#2284]  [F35]
    * elltamagawa(ellinit([-1456/243,93184/19683])) ->
      wrong result                                              [F36]
    * mfsearch would sometimes miss the trivial form            [F37]
    * typo in allh [affects ECPP tunings]                       [F38]
    * mfisetaquo(mffrometaquo([1,12;193,12])) -> 0              [F39]
    * polroots(1.E-47*t^6+1.E-47*t^5+4.E-46*t^4) ->
      bug in type [#2286]                                       [F40]
    * ceil(quadgen(5)) -> 1 instead of 0 [#2288]                [F41]
    * floor(Mod(0,3)*quadgen(5)) -> crash                       [F42]
    * wrong ispower(t_RFRAC) and issquare(t_RFRAC, &z) [#2289]  [F45]
    * 1+O(x)==O(x)                                              [F47]
    * qfauto([[1,0;0,1],[0,0;1,0]]) -> SEGV                     [F49]
    * bnfsunit(...)[4] (the S-regulator) did not correspond to
      its definition in the documentation [ was using log(p)
      instead of log(Norm P)) for P in S above p ]              [F50]
    * rnfdisc could return corrupted result                     [F51]
    * concat(List([1])[1..0]) ->SEGV (instead of error) [#2299] [F53]
    * List([1])[1..0]==List() -> 0 instead of 1                 [F54]
  - Build PDF documentation and place it into separate
    pari-doc package. Move examples from pari-devel package
    to pari-doc.
  - Add %{_sysconfdir}/gprc to packaging.
  - Remove patch pari-nodate.diff (replace with the sed one-liner
    in the %prep section).
  - Remove obsolete stuff from the spec file.
  - Apply spec-cleaner.
* Sun Feb 07 2021 Aaron Puchert <aaronpuchert@alice-dsl.net>
  - Update to release 2.13.1. Fixes the following bugs:
    * GC error in idealinv.
    * qfminim inefficiency (initial bound from non-LLL-reduced matrix).
    * mfshimura in weight 3/2 => infinite loop
    * matsolve([1,1,1/2; 1,0,1/2; 2,1,0], [-1;1;-1]) -> SEGV.
    * qfminim(Mat(1),,,2) -> precision error.
    * subst(p, v, t_SER) very slow if p contains many variables.
    * mfsymboleval for trivial path returned 0 instead of a vector
      of 0s when f has multiple embeddings.
    * 2^(1 + O(3^4)) -> type error.
    * Zn_quad_roots(8,0,-1) to compute roots of x^2-1 mod 8 -> [4,[1,3]]
      (1 or 3 mod 4) instead of the expected [2,[1]] (1 mod 2).
    * tan(1+10^20*I) -> overflow (same for cotan and psi).
    * Mod(2,3)^1000000000000000000001 -> Mod(-1,3).
    * subst(O(y) + x, x, (1 - y + O(y^2))*x + O(x^2)) -> SEGV.
    * (Mod(0,3) + x) + O(x^2) -> x + O(x^2)  [now Mod(1,3)*x + O(x^2)].
    * Precision too low for units in mfgaloisprojrep.
    * Missing GC at the end of RgXn_inv.
    * (-1)^(1/3) -> -1 instead of exp(log(-1)/3).
    * mfeisenstein(k, trivial characters mod N > 1) was incorrect.
    * Missing GC in qfsolve.

Files

/usr/lib64/libpari-gmp-tls.so.2.15.4
/usr/lib64/libpari-gmp-tls.so.8
/usr/share/licenses/libpari-gmp-tls8
/usr/share/licenses/libpari-gmp-tls8/COPYING


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