5079590438

Committed 25 May 2023 12:28PM UTC coverage: 92.228% (+0.5%) from 91.723%

Build # 5079590438

Build Type

Pull #3502

github

Pull Request Pull Request #3502: Apply clang-format to the codebase

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92.0

/src/lib/utils/poly_dbl/poly_dbl.cpp

/*
* (C) 2017,2018 Jack Lloyd
*
* Botan is released under the Simplified BSD License (see license.txt)
*/

#include <botan/internal/poly_dbl.h>

#include <botan/exceptn.h>
#include <botan/internal/loadstor.h>

namespace Botan {

namespace {

/*
* The minimum weight irreducible binary polynomial of size n
*
* See "Table of Low-Weight Binary Irreducible Polynomials"
* by Gadiel Seroussi, HP Labs Tech Report HPL-98-135
* http://www.hpl.hp.com/techreports/98/HPL-98-135.pdf
*/
enum class MinWeightPolynomial : uint64_t {
   P64 = 0x1B,
   P128 = 0x87,
   P192 = 0x87,
   P256 = 0x425,
   P512 = 0x125,
   P1024 = 0x80043,
};

template <size_t LIMBS, MinWeightPolynomial P>
void poly_double(uint8_t out[], const uint8_t in[]) {
   uint64_t W[LIMBS];
   load_be(W, in, LIMBS);

   const uint64_t POLY = static_cast<uint64_t>(P);

   const uint64_t carry = POLY * (W[0] >> 63);

   if constexpr(LIMBS > 0) {
      for(size_t i = 0; i != LIMBS - 1; ++i)
         W[i] = (W[i] << 1) ^ (W[i + 1] >> 63);
   }

   W[LIMBS - 1] = (W[LIMBS - 1] << 1) ^ carry;

   copy_out_be(out, LIMBS * 8, W);
}

template <size_t LIMBS, MinWeightPolynomial P>
void poly_double_le(uint8_t out[], const uint8_t in[]) {
   uint64_t W[LIMBS];
   load_le(W, in, LIMBS);

   const uint64_t POLY = static_cast<uint64_t>(P);

   const uint64_t carry = POLY * (W[LIMBS - 1] >> 63);

   if constexpr(LIMBS > 0) {
      for(size_t i = 0; i != LIMBS - 1; ++i)
         W[LIMBS - 1 - i] = (W[LIMBS - 1 - i] << 1) ^ (W[LIMBS - 2 - i] >> 63);
   }

   W[0] = (W[0] << 1) ^ carry;

   copy_out_le(out, LIMBS * 8, W);
}

}

void poly_double_n(uint8_t out[], const uint8_t in[], size_t n) {
   switch(n) {
      case 8:
         return poly_double<1, MinWeightPolynomial::P64>(out, in);
      case 16:
         return poly_double<2, MinWeightPolynomial::P128>(out, in);
      case 24:
         return poly_double<3, MinWeightPolynomial::P192>(out, in);
      case 32:
         return poly_double<4, MinWeightPolynomial::P256>(out, in);
      case 64:
         return poly_double<8, MinWeightPolynomial::P512>(out, in);
      case 128:
         return poly_double<16, MinWeightPolynomial::P1024>(out, in);
      default:
         throw Invalid_Argument("Unsupported size for poly_double_n");
   }
}

void poly_double_n_le(uint8_t out[], const uint8_t in[], size_t n) {
   switch(n) {
      case 8:
         return poly_double_le<1, MinWeightPolynomial::P64>(out, in);
      case 16:
         return poly_double_le<2, MinWeightPolynomial::P128>(out, in);
      case 24:
         return poly_double_le<3, MinWeightPolynomial::P192>(out, in);
      case 32:
         return poly_double_le<4, MinWeightPolynomial::P256>(out, in);
      case 64:
         return poly_double_le<8, MinWeightPolynomial::P512>(out, in);
      case 128:
         return poly_double_le<16, MinWeightPolynomial::P1024>(out, in);
      default:
         throw Invalid_Argument("Unsupported size for poly_double_n_le");
   }
}

}

1	/*
2	* (C) 2017,2018 Jack Lloyd
3	*
4	* Botan is released under the Simplified BSD License (see license.txt)
5	*/
6
7	#include <botan/internal/poly_dbl.h>
8
9	#include <botan/exceptn.h>
10	#include <botan/internal/loadstor.h>
11
12	namespace Botan {
13
14	namespace {
15
16	/*
17	* The minimum weight irreducible binary polynomial of size n
18	*
19	* See "Table of Low-Weight Binary Irreducible Polynomials"
20	* by Gadiel Seroussi, HP Labs Tech Report HPL-98-135
21	* http://www.hpl.hp.com/techreports/98/HPL-98-135.pdf
22	*/
23	enum class MinWeightPolynomial : uint64_t {
24	P64 = 0x1B,
25	P128 = 0x87,
26	P192 = 0x87,
27	P256 = 0x425,
28	P512 = 0x125,
29	P1024 = 0x80043,
30	};
31
32	template <size_t LIMBS, MinWeightPolynomial P>
33	void poly_double(uint8_t out[], const uint8_t in[]) {	40,359✔
34	uint64_t W[LIMBS];
35	load_be(W, in, LIMBS);	40,359✔
36
37	const uint64_t POLY = static_cast<uint64_t>(P);	40,359✔
38
39	const uint64_t carry = POLY * (W[0] >> 63);	40,359✔
40
41	if constexpr(LIMBS > 0) {
42	for(size_t i = 0; i != LIMBS - 1; ++i)	145,609✔
43	W[i] = (W[i] << 1) ^ (W[i + 1] >> 63);	105,250✔
44	}
45
46	W[LIMBS - 1] = (W[LIMBS - 1] << 1) ^ carry;	40,359✔
47
48	copy_out_be(out, LIMBS * 8, W);	40,359✔
49	}	40,359✔
50
51	template <size_t LIMBS, MinWeightPolynomial P>
52	void poly_double_le(uint8_t out[], const uint8_t in[]) {	336,540✔
53	uint64_t W[LIMBS];
54	load_le(W, in, LIMBS);	336,540✔
55
56	const uint64_t POLY = static_cast<uint64_t>(P);	336,540✔
57
58	const uint64_t carry = POLY * (W[LIMBS - 1] >> 63);	336,540✔
59
60	if constexpr(LIMBS > 0) {
61	for(size_t i = 0; i != LIMBS - 1; ++i)	663,902✔
62	W[LIMBS - 1 - i] = (W[LIMBS - 1 - i] << 1) ^ (W[LIMBS - 2 - i] >> 63);	361,693✔
63	}
64
65	W[0] = (W[0] << 1) ^ carry;	336,540✔
66
67	copy_out_le(out, LIMBS * 8, W);	336,540✔
68	}	336,540✔
69
70	}
71
72	void poly_double_n(uint8_t out[], const uint8_t in[], size_t n) {	40,359✔
73	switch(n) {	40,359✔
74	case 8:	4,366✔
75	return poly_double<1, MinWeightPolynomial::P64>(out, in);	4,366✔
76	case 16:	17,437✔
77	return poly_double<2, MinWeightPolynomial::P128>(out, in);	17,437✔
78	case 24:	6,555✔
79	return poly_double<3, MinWeightPolynomial::P192>(out, in);	6,555✔
80	case 32:	5,962✔
81	return poly_double<4, MinWeightPolynomial::P256>(out, in);	5,962✔
82	case 64:	4,221✔
83	return poly_double<8, MinWeightPolynomial::P512>(out, in);	4,221✔
84	case 128:	1,818✔
85	return poly_double<16, MinWeightPolynomial::P1024>(out, in);	1,818✔
86	default:	×
87	throw Invalid_Argument("Unsupported size for poly_double_n");	×
88	}
89	}
90
91	void poly_double_n_le(uint8_t out[], const uint8_t in[], size_t n) {	336,540✔
92	switch(n) {	336,540✔
93	case 8:	34,331✔
94	return poly_double_le<1, MinWeightPolynomial::P64>(out, in);	370,871✔
95	case 16:	289,438✔
96	return poly_double_le<2, MinWeightPolynomial::P128>(out, in);	289,438✔
97	case 24:	3,770✔
98	return poly_double_le<3, MinWeightPolynomial::P192>(out, in);	3,770✔
99	case 32:	3,909✔
100	return poly_double_le<4, MinWeightPolynomial::P256>(out, in);	3,909✔
101	case 64:	2,924✔
102	return poly_double_le<8, MinWeightPolynomial::P512>(out, in);	2,924✔
103	case 128:	2,168✔
104	return poly_double_le<16, MinWeightPolynomial::P1024>(out, in);	2,168✔
105	default:	×
106	throw Invalid_Argument("Unsupported size for poly_double_n_le");	×
107	}
108	}
109
110	}

randombit / botan / 5079590438

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