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R14：rawptr[X] -> X*（41 文件 / 2037 行改动），X 含模块限定名与嵌套下标（rawptr[GSList[NameEntry]] -> GSList[NameEntry]*）。保留 6 处 rawptr[t.CPtr]（规范例外：存纯裸指针）；# 注释与字符串里的 rawptr[...] 属元语法描述，未动。 R16（保守子集）：t.CConst | str/bytes -> const str/bytes，t.CConst | char | t.CPtr -> const str；typedef 右值位置豁免（const str 在该处无法注册，与 R1 同源）。 验证：TPC 自举三重重编 SUCCESS；TransPyV.exe 全量 77/77 顺序回归通过。
302 lines
9.8 KiB
Plaintext
302 lines
9.8 KiB
Plaintext
# vrandom - Hardware Random Number Generation Library
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# Implemented using inline assembly based on x86 RDRAND / RDSEED instructions
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import t, c
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import math
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# Retry limit (RDRAND usually doesn't need retries, RDSEED might)
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define RDRAND_RETRY_LIMIT = 10
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define RDSEED_RETRY_LIMIT = 100
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# ============================================================
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# RDRAND - Hardware random numbers (output from a pseudo-random number generator)
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# ============================================================
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def rdrand16() -> uint16:
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val: uint32 = 0
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__asm__(f"rdrand {c.AsmOut(val, t.ASM_DESCR.OUTPUT_REG)}",
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out=[asmout(val, ASM_DESCR.OUTPUT_REG)],
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op=[ASM_DESCR.CLOBBER_CC])
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return uint16(val)
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def rdrand32() -> uint32:
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val: uint32 = 0
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__asm__(f"rdrand {c.AsmOut(val, t.ASM_DESCR.OUTPUT_REG)}",
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out=[asmout(val, ASM_DESCR.OUTPUT_REG)],
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op=[ASM_DESCR.CLOBBER_CC])
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return val
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def rdrand64() -> uint64:
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val: uint64 = 0
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__asm__(f"rdrand {c.AsmOut(val, t.ASM_DESCR.OUTPUT_REG)}",
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out=[asmout(val, ASM_DESCR.OUTPUT_REG)],
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op=[ASM_DESCR.CLOBBER_CC])
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return val
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# ============================================================
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# RDSEED - Hardware random seeds (direct output from entropy source)
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# ============================================================
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def rdseed16() -> uint16:
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val: uint32 = 0
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__asm__(f"rdseed {c.AsmOut(val, t.ASM_DESCR.OUTPUT_REG)}",
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out=[asmout(val, ASM_DESCR.OUTPUT_REG)],
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op=[ASM_DESCR.CLOBBER_CC])
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return uint16(val)
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def rdseed32() -> uint32:
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val: uint32 = 0
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__asm__(f"rdseed {c.AsmOut(val, t.ASM_DESCR.OUTPUT_REG)}",
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out=[asmout(val, ASM_DESCR.OUTPUT_REG)],
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op=[ASM_DESCR.CLOBBER_CC])
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return val
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def rdseed64() -> uint64:
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val: uint64 = 0
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__asm__(f"rdseed {c.AsmOut(val, t.ASM_DESCR.OUTPUT_REG)}",
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out=[asmout(val, ASM_DESCR.OUTPUT_REG)],
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op=[ASM_DESCR.CLOBBER_CC])
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return val
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# ============================================================
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# Step version (with success flag, matching GCC builtin interface)
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# Returns success flag: 1 on success, 0 on failure; random value written to *p
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# ============================================================
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def rdrand16_step(p: uint16*) -> int:
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val: uint32 = 0
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ok: uint32 = 0
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c.Asm(f"""rdrand {c.AsmOut(val, t.ASM_DESCR.OUTPUT_REG)}
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setc al
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movzx {c.AsmOut(ok, t.ASM_DESCR.OUTPUT_REG)}, al""",
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out=[asmout(val, ASM_DESCR.OUTPUT_REG), asmout(ok, ASM_DESCR.OUTPUT_REG)],
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op=[ASM_DESCR.CLOBBER_CC, ASM_DESCR.CLOBBER_AL])
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p[0] = uint16(val)
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return int(ok)
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def rdrand32_step(p: uint32*) -> int:
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val: uint32 = 0
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ok: uint32 = 0
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c.Asm(f"""rdrand {c.AsmOut(val, t.ASM_DESCR.OUTPUT_REG)}
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setc al
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movzx {c.AsmOut(ok, t.ASM_DESCR.OUTPUT_REG)}, al""",
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out=[asmout(val, ASM_DESCR.OUTPUT_REG), asmout(ok, ASM_DESCR.OUTPUT_REG)],
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op=[ASM_DESCR.CLOBBER_CC, ASM_DESCR.CLOBBER_AL])
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p[0] = val
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return int(ok)
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def rdrand64_step(p: uint64*) -> int:
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val: uint64 = 0
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ok: uint32 = 0
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c.Asm(f"""rdrand {c.AsmOut(val, t.ASM_DESCR.OUTPUT_REG)}
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setc al
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movzx {c.AsmOut(ok, t.ASM_DESCR.OUTPUT_REG)}, al""",
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out=[asmout(val, ASM_DESCR.OUTPUT_REG), asmout(ok, ASM_DESCR.OUTPUT_REG)],
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op=[ASM_DESCR.CLOBBER_CC, ASM_DESCR.CLOBBER_AL])
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p[0] = val
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return int(ok)
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def rdseed16_step(p: uint16*) -> int:
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val: uint32 = 0
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ok: uint32 = 0
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c.Asm(f"""rdseed {c.AsmOut(val, t.ASM_DESCR.OUTPUT_REG)}
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setc al
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movzx {c.AsmOut(ok, t.ASM_DESCR.OUTPUT_REG)}, al""",
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out=[asmout(val, ASM_DESCR.OUTPUT_REG), asmout(ok, ASM_DESCR.OUTPUT_REG)],
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op=[ASM_DESCR.CLOBBER_CC, ASM_DESCR.CLOBBER_AL])
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p[0] = uint16(val)
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return int(ok)
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def rdseed32_step(p: uint32*) -> int:
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val: uint32 = 0
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ok: uint32 = 0
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c.Asm(f"""rdseed {c.AsmOut(val, t.ASM_DESCR.OUTPUT_REG)}
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setc al
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movzx {c.AsmOut(ok, t.ASM_DESCR.OUTPUT_REG)}, al""",
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out=[asmout(val, ASM_DESCR.OUTPUT_REG), asmout(ok, ASM_DESCR.OUTPUT_REG)],
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op=[ASM_DESCR.CLOBBER_CC, ASM_DESCR.CLOBBER_AL])
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p[0] = val
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return int(ok)
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def rdseed64_step(p: uint64*) -> int:
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val: uint64 = 0
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ok: uint32 = 0
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c.Asm(f"""rdseed {c.AsmOut(val, t.ASM_DESCR.OUTPUT_REG)}
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setc al
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movzx {c.AsmOut(ok, t.ASM_DESCR.OUTPUT_REG)}, al""",
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out=[asmout(val, ASM_DESCR.OUTPUT_REG), asmout(ok, ASM_DESCR.OUTPUT_REG)],
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op=[ASM_DESCR.CLOBBER_CC, ASM_DESCR.CLOBBER_AL])
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p[0] = val
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return int(ok)
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# ============================================================
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# Convenient interface with retry (automatically retries until it succeeds or reaches the limit)
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# ============================================================
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def random_u16() -> uint16:
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r: uint16 = 0
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for i in range(RDRAND_RETRY_LIMIT):
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if rdrand16_step(&r) == 1: return r
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return 0
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def random_u32() -> uint32:
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r: uint32 = 0
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for i in range(RDRAND_RETRY_LIMIT):
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if rdrand32_step(&r) == 1: return r
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return 0
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def random_u64() -> uint64:
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r: uint64 = 0
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for i in range(RDRAND_RETRY_LIMIT):
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if rdrand64_step(&r) == 1: return r
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return 0
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def seed_u16() -> uint16:
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r: uint16 = 0
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for i in range(RDRAND_RETRY_LIMIT):
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if rdseed16_step(&r) == 1: return r
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return 0
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def seed_u32() -> uint32:
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r: uint32 = 0
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for i in range(RDRAND_RETRY_LIMIT):
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if rdseed32_step(&r) == 1: return r
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return 0
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def seed_u64() -> uint64:
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r: uint64 = 0
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for i in range(RDSEED_RETRY_LIMIT):
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if rdseed64_step(&r) == 1: return r
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return 0
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# ============================================================
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# Python random standard library function implementations
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# Default types: uint64 (u64), double (f64), int (i32)
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# ============================================================
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# ---------- ONE, Random integers ----------
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def randint(a: int, b: int) -> int:
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return int(a + int(random_u64() % uint64(b - a + 1)))
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def randrange(start: int, stop: int, step: int = 1) -> int:
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width: int = 0
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if step > 0: width = (stop - start + step - 1) // step
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else: width = (start - stop - step - 1) // (-step)
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return int(start + int(random_u64() % uint64(width)) * step)
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def getrandbits(k: int) -> uint64:
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r: uint64 = rdrand64()
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if k >= 64: return r
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mask: uint64 = (uint64(1) << k) - uint64(1)
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return r & mask
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# ---------- TWO, Random floating-point numbers ----------
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def random() -> double:
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return double(rdrand64() >> 11) * (1.0 / 9007199254740992.0)
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def uniform(a: double, b: double) -> double:
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return a + (b - a) * random()
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def triangular(low: double, high: double, mode: double) -> double:
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u: double = random()
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c: double = (mode - low) / (high - low)
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tmp: double = 0.0
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if u > c:
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u = 1.0 - u; c = 1.0 - c
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tmp = low; low = high; high = tmp
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return low + (high - low) * math.sqrt(u * c)
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def betavariate(alpha: double, beta: double) -> double:
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y: double = gammavariate(alpha, 1.0)
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if y != 0.0: return y / (y + gammavariate(beta, 1.0))
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return 0.0
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def expovariate(lambd: double) -> double:
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u: double = random()
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if u < 1e-300: u = 1e-300
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return -math.log(1.0 - u) / lambd
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def gammavariate(alpha: double, beta: double) -> double:
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u: double = 0.0
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d: double = 0.0
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c: double = 0.0
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x: double = 0.0
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v: double = 0.0
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if alpha <= 0.0 or beta <= 0.0: return 0.0
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if alpha < 1.0:
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u = random()
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if u < 1e-300: u = 1e-300
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return gammavariate(alpha + 1.0, beta) * math.pow(u, 1.0 / alpha)
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d = alpha - 1.0 / 3.0
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c = 1.0 / math.sqrt(9.0 * d)
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while True:
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x = gauss(0.0, 1.0)
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v = 1.0 + c * x
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if v > 0.0:
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v = v * v * v
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u = random()
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if u < 1.0 - 0.0331 * x * x * x * x: return d * v * beta
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if math.log(u) < 0.5 * x * x + d * (1.0 - v + math.log(v)): return d * v * beta
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def gauss(mu: double, sigma: double) -> double:
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u1: double = random()
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u2: double = random()
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if u1 < 1e-300: u1 = 1e-300
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z0: double = math.sqrt(-2.0 * math.log(u1)) * math.cos(2.0 * math.U_M_PI * u2)
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return mu + sigma * z0
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def normalvariate(mu: double, sigma: double) -> double:
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NV_MAGICCONST: double = 1.7155277699214135
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u1: double = 0.0
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u2: double = 0.0
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z: double = 0.0
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zz: double = 0.0
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while True:
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u1 = random()
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u2 = random()
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if u2 < 1e-300: continue
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z = NV_MAGICCONST * (u1 - 0.5) / u2
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zz = z * z / 4.0
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if zz <= 0.0 - math.log(u2): break
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return mu + z * sigma
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def lognormvariate(mu: double, sigma: double) -> double:
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return math.exp(gauss(mu, sigma))
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def vonmisesvariate(mu: double, kappa: double) -> double:
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if kappa <= 1e-6: return math.U_M_PI * 2.0 * random()
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s: double = 0.5 / kappa
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r: double = s + math.sqrt(1.0 + s * s)
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u1: double = 0.0
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u2: double = 0.0
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u3: double = 0.0
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z: double = 0.0
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d: double = 0.0
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q: double = 0.0
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f: double = 0.0
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theta: double = 0.0
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two_pi: double = math.U_M_PI * 2.0
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while True:
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u1 = random()
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z = math.cos(math.U_M_PI * u1)
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d = 1.0 / (r + z)
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u2 = random()
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if (u2 < 1.0 - d * d) or (u2 < (1.0 - z) * math.exp(kappa * (z - 1.0) - d * kappa * r)): break
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q = 1.0 / r
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f = (q + z) / (1.0 + q * z)
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u3 = random()
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theta = mu + (math.acos(f) if u3 > 0.5 else -math.acos(f))
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while theta < 0.0: theta += two_pi
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while theta >= two_pi: theta -= two_pi
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return theta
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def paretovariate(alpha: double) -> double:
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u: double = random()
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if u < 1e-300: u = 1e-300
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return 1.0 / math.pow(1.0 - u, 1.0 / alpha)
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def weibullvariate(alpha: double, beta: double) -> double:
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u: double = random()
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if u < 1e-300: u = 1e-300
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return alpha * math.pow(-1.0 * math.log(1.0 - u), 1.0 / beta)
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