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/freebsd/crypto/openssl/test/recipes/10-test_bn_data/
H A Dbnmul.txt8 # These test vectors satisfy A^2 = Square.
10 Title = Square tests.
13 Square = 4000000000000000800000000000000240000000000000000000000000000001fffffffffffffff80000000000…
17 Square = 40000000000000000000000080000001fffffffe000000004000000200000001fffffff8000000040000000000…
20 Square = c2fa18e1d110a4639781
23 Square = 4805f01d379f4ce8dc86ed269
26 Square = 57def107babc1c2bffeff858947e69
29 Square = f3b01f7941961b3f5cc3361e3ac82423690
32 Square = 5e2d9c36d498ad1e8b6113f442ac513eaca74601
35 Square = 7b7c2eb3fe55615e422b41c6f725341527626398cdee4
[all …]
/freebsd/crypto/openssh/
H A Dsmult_curve25519_ref.c90 static void square(unsigned int out[32],const unsigned int a[32]) in square() function
160 square(b0,a0); in mainloop()
161 square(b0 + 32,a0 + 32); in mainloop()
166 square(r,c1 + 32); in mainloop()
172 square(xzn1b,c1); in mainloop()
194 /* 2 */ square(z2,z); in recip()
195 /* 4 */ square(t1,z2); in recip()
196 /* 8 */ square(t0,t1); in recip()
199 /* 22 */ square(t0,z11); in recip()
202 /* 2^6 - 2^1 */ square(t0,z2_5_0); in recip()
[all …]
/freebsd/crypto/libecc/src/examples/basic/
H A Dfp_square_residue.c61 /* Initialize x and its square roots */ in main()
68 /* Compute its square in Fp */ in main()
78 /* Square roots found!, check them! */ in main()
83 ext_printf("First found square OK!\n"); in main()
85 ext_printf("First found square NOK: square " in main()
92 ext_printf("Second found square OK!\n"); in main()
94 ext_printf("Second found square NOK: square " in main()
100 /* This should not happen since we have forged our square */ in main()
101 ext_printf("Value n has no square over Fp\n"); in main()
111 /* This should not happen since we have forged our square */ in main()
/freebsd/contrib/bc/scripts/
H A Dsqrt_random.bc40 # Get a bit that will say whether the value should be an exact square.
41 bits = divmod(bits, 2, square[])
65 if (square[0])
67 # Okay, I lied. If we need a perfect square, square now.
81 # be a perfect square.
/freebsd/crypto/openssl/crypto/bn/
H A Dbn_sqrt.c90 * modulo (|p|-1)/2, and square roots can be computed in BN_mod_sqrt()
111 * In this case 2 is always a non-square since in BN_mod_sqrt()
113 * So if a really is a square, then 2*a is a non-square. in BN_mod_sqrt()
131 * Subject: Square Roots and Cognate Matters modulo p=8n+5. in BN_mod_sqrt()
171 * find some y that is not a square. in BN_mod_sqrt()
211 * Many rounds and still no non-square -- this is more likely a bug in BN_mod_sqrt()
224 * Now that we have some non-square, we can find an element of order 2^e in BN_mod_sqrt()
240 * As a^q is a square and y is not, k must be even. in BN_mod_sqrt()
250 * so it is the square root that we are looking for. in BN_mod_sqrt()
320 /* If not found, a is not a square or p is not prime. */ in BN_mod_sqrt()
[all …]
/freebsd/share/man/man4/
H A Dds3231.474 is set to square-wave, battery-backed square-wave output is enabled.
78 Select the frequency of the SQW pin when the square-wave output is enabled on
83 It can be set to 'interrupt' (default) or 'square-wave'.
86 In square-wave mode, the SQW pin drives a square-wave of
/freebsd/lib/msun/man/
H A Dcsqrt.332 .Nd complex square root functions
49 functions compute the square root of
57 always return the square root whose real part is non-negative.
59 These functions return the requested square root.
60 The square root of 0 is
H A Dsqrt.338 .Nd cube root and square root functions
71 non-negative square root of
85 functions return the requested square root
92 (except that the square root of -0 is valid and equal to -0.)
/freebsd/crypto/openssl/test/
H A Dbntests.pl54 } elsif ( defined $s{'Square'} ) {
55 # Square = A * A
56 my $square = bn($s{'Square'});
58 return if $square == $a->bmul($a);
/freebsd/crypto/libecc/src/fp/
H A Dfp_sqrt.c84 * square roots (quadratic residues) modulo a prime number,
93 * Step 0. Check that n is indeed a square : (n | p) must be ≡ 1
96 * Step 2. Select a non-square z such as (z | p) = -1 , and set c ≡ z^q .
149 /* If our p prime of Fp is 2, then return the input as square roots */ in fp_sqrt()
158 /* Square root of 0 is 0 */ in fp_sqrt()
166 /* Step 0. Check that n is indeed a square : (n | p) must be ≡ 1 */ in fp_sqrt()
168 /* a is not a square */ in fp_sqrt()
199 /* Step 2. Select a non-square z such as (z | p) = -1 , and set c ≡ z^q . */ in fp_sqrt()
/freebsd/sys/contrib/device-tree/Bindings/clock/ti/davinci/
H A Dpll.txt18 - ti,clkmode-square-wave: Indicates that the board is supplying a square
61 ti,clkmode-square-wave;
/freebsd/crypto/heimdal/lib/wind/
H A DDerivedNormalizationProps.txt77 32CC ; FC_NFKC; 0068 0067 # So SQUARE HG
78 32CE ; FC_NFKC; 0065 0076 # So SQUARE EV
80 3371 ; FC_NFKC; 0068 0070 0061 # So SQUARE HPA
81 3373 ; FC_NFKC; 0061 0075 # So SQUARE AU
82 3375 ; FC_NFKC; 006F 0076 # So SQUARE OV
83 337A ; FC_NFKC; 0069 0075 # So SQUARE IU
84 3380 ; FC_NFKC; 0070 0061 # So SQUARE PA AMPS
85 3381 ; FC_NFKC; 006E 0061 # So SQUARE NA
86 3382 ; FC_NFKC; 03BC 0061 # So SQUARE MU A
87 3383 ; FC_NFKC; 006D 0061 # So SQUARE MA
[all …]
H A DUnicodeData.txt92 005B;LEFT SQUARE BRACKET;Ps;0;ON;;;;;Y;OPENING SQUARE BRACKET;;;;
94 005D;RIGHT SQUARE BRACKET;Pe;0;ON;;;;;Y;CLOSING SQUARE BRACKET;;;;
803 033B;COMBINING SQUARE BELOW;Mn;220;NSM;;;;;N;NON-SPACING SQUARE BELOW;;;;
5632 2045;LEFT SQUARE BRACKET WITH QUILL;Ps;0;ON;;;;;Y;;;;;
5633 2046;RIGHT SQUARE BRACKET WITH QUILL;Pe;0;ON;;;;;Y;;;;;
5721 20DE;COMBINING ENCLOSING SQUARE;Me;0;NSM;;;;;N;ENCLOSING SQUARE;;;;
5996 221A;SQUARE ROOT;Sm;0;ON;;;;;Y;;;;;
6113 228F;SQUARE IMAGE OF;Sm;0;ON;;;;;Y;;;;;
6114 2290;SQUARE ORIGINAL OF;Sm;0;ON;;;;;Y;;;;;
6115 2291;SQUARE IMAGE OF OR EQUAL TO;Sm;0;ON;;;;;Y;;;;;
[all …]
H A Dnormalize_table.c1229 {0x22e2, 2, 2128}, /* NOT SQUARE IMAGE OF OR EQUAL TO */
1230 {0x22e3, 2, 2130}, /* NOT SQUARE ORIGINAL OF OR EQUAL TO */
1452 {0x2f45, 1, 2442}, /* KANGXI RADICAL SQUARE */
1961 {0x32cc, 2, 3141}, /* SQUARE HG */
1962 {0x32cd, 3, 3143}, /* SQUARE ERG */
1963 {0x32ce, 2, 3146}, /* SQUARE EV */
2012 {0x3300, 4, 3173}, /* SQUARE APAATO */
2013 {0x3301, 4, 3177}, /* SQUARE ARUHUA */
2014 {0x3302, 4, 3181}, /* SQUARE ANPEA */
2015 {0x3303, 3, 3185}, /* SQUARE AARU */
[all …]
/freebsd/share/i18n/csmapper/MISC/
H A DRISCOS-LATIN1%UCS.src31 # A hollow square box with a hollow square box in its top left-hand
32 # corner. (Imagine a square clock showing nine o'clock.) It means
/freebsd/contrib/llvm-project/llvm/lib/Target/X86/
H A DX86Schedule.td278 defm WriteFSqrt : X86SchedWritePair<ReadAfterVecLd>; // Floating point square root.
279 defm WriteFSqrtX : X86SchedWritePair<ReadAfterVecXLd>; // Floating point square root (XMM).
280 defm WriteFSqrtY : X86SchedWritePair<ReadAfterVecYLd>; // Floating point square root (YMM).
281 defm WriteFSqrtZ : X86SchedWritePair<ReadAfterVecYLd>; // Floating point square root (ZMM).
282 defm WriteFSqrt64 : X86SchedWritePair<ReadAfterVecLd>; // Floating point double square root.
283 defm WriteFSqrt64X : X86SchedWritePair<ReadAfterVecXLd>; // Floating point double square root (XMM).
284 defm WriteFSqrt64Y : X86SchedWritePair<ReadAfterVecYLd>; // Floating point double square root (YMM).
285 defm WriteFSqrt64Z : X86SchedWritePair<ReadAfterVecYLd>; // Floating point double square root (ZMM).
286 defm WriteFSqrt80 : X86SchedWritePair<ReadAfterVecLd>; // Floating point long double square root.
291 defm WriteFRsqrt : X86SchedWritePair<ReadAfterVecLd>; // Floating point reciprocal square roo
[all...]
/freebsd/lib/libpmc/pmu-events/arch/x86/amdzen1/
H A Dfloating-point.json87 "BriefDescription": "Divide and square root Ops.",
88 … retired. The number of events logged per cycle can vary from 0 to 8. Divide and square root Ops.",
122 "BriefDescription": "Double precision divide/square root FLOPS.",
123 … can vary from 0 to 64. This event can count above 15. Double precision divide/square root FLOPS.",
150 "BriefDescription": "Single-precision divide/square root FLOPS.",
151 … can vary from 0 to 64. This event can count above 15. Single-precision divide/square root FLOPS.",
/freebsd/sys/contrib/device-tree/Bindings/rtc/
H A Dmaxim,ds3231.txt14 - 0: square-wave output on the SQW pin
15 - 1: square-wave output on the 32kHz pin
/freebsd/sys/powerpc/fpu/
H A Dfpu_sqrt.c44 * Perform an FPU square root (return sqrt(x)).
56 * Our task is to calculate the square root of a floating point number x0.
68 * If the exponent `exp' is even, the square root of the number is best
106 * as above. This leaves us with the problem of finding the square root
109 * Though it may not be instantly obvious, the following square root
133 * value, for which q is some power of two times its square root, x0.)
169 * and therefore the square root in q will be in [1..2), but what about x,
/freebsd/share/doc/usd/21.troff/
H A Dtable291 \(sq \e\|(sq square
204 \(sr \e\|(sr square root
247 square bracket)
/freebsd/contrib/bmake/unit-tests/
H A Dvarmod-subst.exp35 1 two 3 left square bracket
37 1 two 3 right square bracket
/freebsd/usr.sbin/pciconf/
H A Dpciconf.8149 prefix in the square brackets is the offset of the decoding window in
174 prefix in the square brackets is the offset of the BAR in config space in
202 The second value in the square brackets is the offset of the capability
214 The second value in the square brackets is the offset of the extended
/freebsd/sys/libkern/x86/
H A Dcrc32_sse42.c111 * Multiply a matrix by itself over GF(2). Both mat and square must have 32
115 gf2_matrix_square(uint32_t *square, uint32_t *mat) in gf2_matrix_square() argument
120 square[n] = gf2_matrix_times(mat, mat[n]); in gf2_matrix_square()
152 * first square will put the operator for one zero byte (eight zero in crc32c_zeros_op()
153 * bits), in even -- next square puts operator for two zero bytes in in crc32c_zeros_op()
/freebsd/share/doc/usd/06.bc/
H A Dbc188 There is a built-in square root function whose
318 The scale of a square root is set to the maximum of the scale
770 Array identifiers are followed by square brackets, possibly
860 array name followed by empty square brackets.
873 The result is the square root of the expression.
1066 \fBauto\fP arrays are specified by the array name followed by empty square brackets.
1162 Array identifiers are specified by following the array name by empty square
1177 Array names must be followed by empty square brackets.
/freebsd/crypto/openssl/doc/man3/
H A DBN_add.pod60 BN_sqr() takes the square of I<a> and places the result in I<r>
89 BN_mod_sqr() takes the square of I<a> modulo B<m> and places the
92 BN_mod_sqrt() returns the modular square root of I<a> such that

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