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/dports/devel/z88dk/z88dk/test/suites/stdlib/
H A Disqrt.c7 Assert(isqrt(0) == 0, "Integer square root of 0 should be 0");
12 Assert(isqrt(1) == 1, "Integer square root of 1 should be 1");
17 Assert(isqrt(2) == 1, "Integer square root of 2 should be 1");
22 Assert(isqrt(3) == 1, "Integer square root of 3 should be 1");
27 Assert(isqrt(4) == 2, "Integer square root of 4 should be 2");
32 Assert(isqrt(5) == 2, "Integer square root of 5 should be 2");
37 Assert(isqrt(6) == 2, "Integer square root of 6 should be 2");
42 Assert(isqrt(7) == 2, "Integer square root of 7 should be 2");
47 Assert(isqrt(8) == 2, "Integer square root of 8 should be 2");
52 Assert(isqrt(9) == 3, "Integer square root of 9 should be 3");
[all …]
/dports/math/primecount/primecount-7.2/test/
H A Disqrt.cpp39 res1 = isqrt(n); in main()
46 res1 = isqrt(n); in main()
52 res1 = isqrt(n); in main()
58 res1 = isqrt(n); in main()
63 res1 = isqrt(n); in main()
68 res1 = isqrt(n); in main()
73 res1 = isqrt(n); in main()
78 res1 = isqrt(n); in main()
83 res1 = isqrt(n); in main()
88 res1 = isqrt(n); in main()
[all …]
/dports/math/primecount/primecount-7.2/lib/primesieve/test/
H A Disqrt.cpp35 res1 = isqrt(n);
42 res1 = isqrt(n);
48 res1 = isqrt(n);
54 res1 = isqrt(n);
59 res1 = isqrt(n);
64 res1 = isqrt(n);
/dports/math/primesieve/primesieve-7.7/test/
H A Disqrt.cpp35 res1 = isqrt(n); in main()
42 res1 = isqrt(n); in main()
48 res1 = isqrt(n); in main()
54 res1 = isqrt(n); in main()
59 res1 = isqrt(n); in main()
64 res1 = isqrt(n); in main()
/dports/devel/elixir-math/math-0.3.0/test/
H A Dmath_test.exs163 test "isqrt" do test
164 assert isqrt(0) == 0
165 assert isqrt(1) == 1
166 assert isqrt(9) == 3
167 assert isqrt(10) == 3
168 assert isqrt(100) == 10
169 assert isqrt(65535) == 255
170 assert isqrt(65536) == 256
171 … assert isqrt(15241578780673678546105778281054720515622620750190521) == 123456789123456789123456789
172 assert_raise ArithmeticError, fn -> isqrt(-2) end
/dports/math/calc/calc-2.14.0.14/help/
H A Disqrt2 isqrt - integer part of square root
5 isqrt(x)
16 ; print isqrt(8.5), isqrt(200), isqrt(2e6), isqrt(2e56)
/dports/emulators/qemu42/qemu-4.2.1/roms/ipxe/src/tests/
H A Dmath_test.c390 ok ( isqrt ( 0 ) == 0 ); in math_test_exec()
391 ok ( isqrt ( 1 ) == 1 ); in math_test_exec()
392 ok ( isqrt ( 255 ) == 15 ); in math_test_exec()
393 ok ( isqrt ( 256 ) == 16 ); in math_test_exec()
394 ok ( isqrt ( 257 ) == 16 ); in math_test_exec()
395 ok ( isqrt ( 0xa53df2adUL ) == 52652 ); in math_test_exec()
396 ok ( isqrt ( 0x123793c6UL ) == 17482 ); in math_test_exec()
397 ok ( isqrt ( -1UL ) == ( -1UL >> ( 8 * sizeof ( unsigned long ) / 2 ))); in math_test_exec()
/dports/emulators/qemu5/qemu-5.2.0/roms/ipxe/src/tests/
H A Dmath_test.c390 ok ( isqrt ( 0 ) == 0 ); in math_test_exec()
391 ok ( isqrt ( 1 ) == 1 ); in math_test_exec()
392 ok ( isqrt ( 255 ) == 15 ); in math_test_exec()
393 ok ( isqrt ( 256 ) == 16 ); in math_test_exec()
394 ok ( isqrt ( 257 ) == 16 ); in math_test_exec()
395 ok ( isqrt ( 0xa53df2adUL ) == 52652 ); in math_test_exec()
396 ok ( isqrt ( 0x123793c6UL ) == 17482 ); in math_test_exec()
397 ok ( isqrt ( -1UL ) == ( -1UL >> ( 8 * sizeof ( unsigned long ) / 2 ))); in math_test_exec()
/dports/emulators/qemu-powernv/qemu-powernv-3.0.50/roms/ipxe/src/tests/
H A Dmath_test.c390 ok ( isqrt ( 0 ) == 0 ); in math_test_exec()
391 ok ( isqrt ( 1 ) == 1 ); in math_test_exec()
392 ok ( isqrt ( 255 ) == 15 ); in math_test_exec()
393 ok ( isqrt ( 256 ) == 16 ); in math_test_exec()
394 ok ( isqrt ( 257 ) == 16 ); in math_test_exec()
395 ok ( isqrt ( 0xa53df2adUL ) == 52652 ); in math_test_exec()
396 ok ( isqrt ( 0x123793c6UL ) == 17482 ); in math_test_exec()
397 ok ( isqrt ( -1UL ) == ( -1UL >> ( 8 * sizeof ( unsigned long ) / 2 ))); in math_test_exec()
/dports/net/ipxe/ipxe-2265a65/src/tests/
H A Dmath_test.c390 ok ( isqrt ( 0 ) == 0 ); in math_test_exec()
391 ok ( isqrt ( 1 ) == 1 ); in math_test_exec()
392 ok ( isqrt ( 255 ) == 15 ); in math_test_exec()
393 ok ( isqrt ( 256 ) == 16 ); in math_test_exec()
394 ok ( isqrt ( 257 ) == 16 ); in math_test_exec()
395 ok ( isqrt ( 0xa53df2adUL ) == 52652 ); in math_test_exec()
396 ok ( isqrt ( 0x123793c6UL ) == 17482 ); in math_test_exec()
397 ok ( isqrt ( -1UL ) == ( -1UL >> ( 8 * sizeof ( unsigned long ) / 2 ))); in math_test_exec()
/dports/emulators/qemu-utils/qemu-4.2.1/roms/ipxe/src/tests/
H A Dmath_test.c390 ok ( isqrt ( 0 ) == 0 ); in math_test_exec()
391 ok ( isqrt ( 1 ) == 1 ); in math_test_exec()
392 ok ( isqrt ( 255 ) == 15 ); in math_test_exec()
393 ok ( isqrt ( 256 ) == 16 ); in math_test_exec()
394 ok ( isqrt ( 257 ) == 16 ); in math_test_exec()
395 ok ( isqrt ( 0xa53df2adUL ) == 52652 ); in math_test_exec()
396 ok ( isqrt ( 0x123793c6UL ) == 17482 ); in math_test_exec()
397 ok ( isqrt ( -1UL ) == ( -1UL >> ( 8 * sizeof ( unsigned long ) / 2 ))); in math_test_exec()
/dports/emulators/qemu-guest-agent/qemu-5.0.1/roms/ipxe/src/tests/
H A Dmath_test.c390 ok ( isqrt ( 0 ) == 0 ); in math_test_exec()
391 ok ( isqrt ( 1 ) == 1 ); in math_test_exec()
392 ok ( isqrt ( 255 ) == 15 ); in math_test_exec()
393 ok ( isqrt ( 256 ) == 16 ); in math_test_exec()
394 ok ( isqrt ( 257 ) == 16 ); in math_test_exec()
395 ok ( isqrt ( 0xa53df2adUL ) == 52652 ); in math_test_exec()
396 ok ( isqrt ( 0x123793c6UL ) == 17482 ); in math_test_exec()
397 ok ( isqrt ( -1UL ) == ( -1UL >> ( 8 * sizeof ( unsigned long ) / 2 ))); in math_test_exec()
/dports/emulators/qemu/qemu-6.2.0/roms/ipxe/src/tests/
H A Dmath_test.c390 ok ( isqrt ( 0 ) == 0 ); in math_test_exec()
391 ok ( isqrt ( 1 ) == 1 ); in math_test_exec()
392 ok ( isqrt ( 255 ) == 15 ); in math_test_exec()
393 ok ( isqrt ( 256 ) == 16 ); in math_test_exec()
394 ok ( isqrt ( 257 ) == 16 ); in math_test_exec()
395 ok ( isqrt ( 0xa53df2adUL ) == 52652 ); in math_test_exec()
396 ok ( isqrt ( 0x123793c6UL ) == 17482 ); in math_test_exec()
397 ok ( isqrt ( -1UL ) == ( -1UL >> ( 8 * sizeof ( unsigned long ) / 2 ))); in math_test_exec()
/dports/emulators/qemu60/qemu-6.0.0/roms/ipxe/src/tests/
H A Dmath_test.c390 ok ( isqrt ( 0 ) == 0 ); in math_test_exec()
391 ok ( isqrt ( 1 ) == 1 ); in math_test_exec()
392 ok ( isqrt ( 255 ) == 15 ); in math_test_exec()
393 ok ( isqrt ( 256 ) == 16 ); in math_test_exec()
394 ok ( isqrt ( 257 ) == 16 ); in math_test_exec()
395 ok ( isqrt ( 0xa53df2adUL ) == 52652 ); in math_test_exec()
396 ok ( isqrt ( 0x123793c6UL ) == 17482 ); in math_test_exec()
397 ok ( isqrt ( -1UL ) == ( -1UL >> ( 8 * sizeof ( unsigned long ) / 2 ))); in math_test_exec()
/dports/math/cln/cln-1.3.6/tests/
H A Dtest_I_isqrt.cc12 bool squarep = isqrt(a,&w); in test_I_isqrt()
22 ASSERT1(isqrt(a*a,&w) && w == a, a); in test_I_isqrt()
24 ASSERT1((a==0) || (!isqrt(a*a+1,&w) && w == a), a); in test_I_isqrt()
26 ASSERT1(isqrt(a*(a+2),&w)==(a==0) && w == a, a); in test_I_isqrt()
H A Dtest_I_sqrtp.cc15 bool correct_squarep = isqrt(a,&correct_w); in test_I_sqrtp()
28 if (a > 0) ASSERT1(!isqrt(a*a+1,&w) && w == a, a); in test_I_sqrtp()
30 ASSERT1(isqrt(a*(a+2),&w)==(a==0) && w == a, a); in test_I_sqrtp()
/dports/math/primecount/primecount-7.2/src/gourdon/
H A DSigma.cpp33 T pi_sqrtx = pi_noprint(isqrt(x), threads); in Sigma0()
68 int64_t sqrt_xy = isqrt(x / y); in Sigma456()
87 int64_t sqrt_xp = isqrt(x / prime); in Sigma456()
118 int64_t max_pix_sigma6 = isqrt(x / x_star); in Sigma()
124 int64_t c = pi[isqrt(x / y)]; in Sigma()
156 int64_t max_pix_sigma6 = isqrt(x / x_star); in Sigma()
162 int128_t c = pi[isqrt(x / y)]; in Sigma()
H A DAC_libdivide.cpp75 uint64_t sqrt_xp = isqrt(xp);
119 uint64_t sqrt_xp = (uint64_t) isqrt(xp);
216 uint64_t min_clustered = isqrt(xp);
274 uint64_t min_clustered = (uint64_t) isqrt(xp);
323 int64_t sqrtx = isqrt(x);
339 int64_t pi_sqrtz = pi[isqrt(z)];
383 min_c2 = max(min_c2, pi[isqrt(low)]);
394 T sqrt_xlow = isqrt(xlow);
448 int64_t max_a_prime = (int64_t) isqrt(x / x_star);
479 int64_t max_a_prime = (int64_t) isqrt(x / x_star);
H A DAC.cpp67 uint64_t sqrt_xp = (uint64_t) isqrt(xp); in generate_moebius()
164 uint64_t min_clustered = (uint64_t) isqrt(xp);
213 int64_t sqrtx = isqrt(x);
225 int64_t pi_sqrtz = pi[isqrt(z)];
269 min_c2 = max(min_c2, pi[isqrt(low)]);
280 T sqrt_xlow = isqrt(xlow);
318 int64_t max_a_prime = (int64_t) isqrt(x / x_star);
349 int64_t max_a_prime = (int64_t) isqrt(x / x_star);
/dports/math/fxt/fxt/src/mod/
H A Dfactormake.cc123 umod_t maxv = isqrt(n) + 1; in make_factorization()
152 maxv = isqrt(n) + 1; in make_factorization()
157 umod_t w = isqrt(n); in make_factorization()
162 maxv = isqrt(n) + 1; in make_factorization()
183 maxv = isqrt(n) + 1; in make_factorization()
/dports/math/primecount/primecount-7.2/src/deleglise-rivat/
H A DS2_hard.cpp77 int64_t pi_sqrty = pi[isqrt(y)];
79 : pi[min3(isqrt(x / low1), isqrt(z), y)];
203 int64_t max_prime = min(y, z / isqrt(y)); in S2_easy()
249 int64_t max_prime = min(y, z / isqrt(y));
283 int64_t max_prime = min(y, z / isqrt(y));
290 int64_t max_prime = min(y, z / isqrt(y));
/dports/math/symengine/symengine-0.8.1/symengine/tests/basic/
H A Dtest_integer.cpp9 using SymEngine::isqrt;
20 REQUIRE(eq(*isqrt(*i10), *integer(3)));
21 REQUIRE(eq(*isqrt(*i19), *integer(4)));
22 REQUIRE(eq(*isqrt(*i25), *integer(5)));
/dports/science/cp2k/cp2k-2e995eec7fd208c8a72d9544807bd8b8ba8cd1cc/tools/plan_mpi_omp/
H A Dplan.sh60 function isqrt { function
154 NSQRT_MIN=$(isqrt ${NRANKSMIN})
155 NSQRT_MAX=$(isqrt ${NCORESTOTAL})
190 SQRTNRANKS=$(isqrt $((NRANKS_CUR)))
232 SQRT=$(isqrt $((TOTALNUMNODES*NRANKSPERNODE)))
/dports/science/cp2k-data/cp2k-7.1.0/tools/plan_mpi_omp/
H A Dplan.sh60 function isqrt { function
154 NSQRT_MIN=$(isqrt ${NRANKSMIN})
155 NSQRT_MAX=$(isqrt ${NCORESTOTAL})
190 SQRTNRANKS=$(isqrt $((NRANKS_CUR)))
232 SQRT=$(isqrt $((TOTALNUMNODES*NRANKSPERNODE)))
/dports/devel/z88dk/z88dk/libsrc/stdlib/
H A Disqrt.asm10 PUBLIC isqrt
13 ; ----- uint __FASTCALL__ isqrt(uint val)
15 .isqrt

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