//+ignore /* Copyright 2021 Jeroen van Rijn . Made available under Odin's BSD-3 license. A BigInt implementation in Odin. For the theoretical underpinnings, see Knuth's The Art of Computer Programming, Volume 2, section 4.3. The code started out as an idiomatic source port of libTomMath, which is in the public domain, with thanks. */ package math_big import "core:fmt" import "core:mem" print_configation :: proc() { fmt.printf( ` Configuration: _DIGIT_BITS %v _SMALL_MEMORY %v _MIN_DIGIT_COUNT %v _MAX_DIGIT_COUNT %v _DEFAULT_DIGIT_COUNT %v _MAX_COMBA %v _WARRAY %v _TAB_SIZE %v _MAX_WIN_SIZE %v MATH_BIG_USE_LUCAS_SELFRIDGE_TEST %v Runtime tunable: MUL_KARATSUBA_CUTOFF %v SQR_KARATSUBA_CUTOFF %v MUL_TOOM_CUTOFF %v SQR_TOOM_CUTOFF %v MAX_ITERATIONS_ROOT_N %v FACTORIAL_MAX_N %v FACTORIAL_BINARY_SPLIT_CUTOFF %v FACTORIAL_BINARY_SPLIT_MAX_RECURSIONS %v USE_MILLER_RABIN_ONLY %v MAX_ITERATIONS_RANDOM_PRIME %v `, _DIGIT_BITS, _LOW_MEMORY, _MIN_DIGIT_COUNT, _MAX_DIGIT_COUNT, _DEFAULT_DIGIT_COUNT, _MAX_COMBA, _WARRAY, _TAB_SIZE, _MAX_WIN_SIZE, MATH_BIG_USE_LUCAS_SELFRIDGE_TEST, MUL_KARATSUBA_CUTOFF, SQR_KARATSUBA_CUTOFF, MUL_TOOM_CUTOFF, SQR_TOOM_CUTOFF, MAX_ITERATIONS_ROOT_N, FACTORIAL_MAX_N, FACTORIAL_BINARY_SPLIT_CUTOFF, FACTORIAL_BINARY_SPLIT_MAX_RECURSIONS, USE_MILLER_RABIN_ONLY, MAX_ITERATIONS_RANDOM_PRIME, ) } print :: proc(name: string, a: ^Int, base := i8(10), print_name := true, newline := true, print_extra_info := false) { assert_if_nil(a) as, err := itoa(a, base) defer delete(as) cb := internal_count_bits(a) if print_name { fmt.printf("%v", name) } if err != nil { fmt.printf("%v (error: %v | %v)", name, err, a) } fmt.printf("%v", as) if print_extra_info { fmt.printf(" (base: %v, bits: %v (digits: %v), flags: %v)", base, cb, a.used, a.flags) } if newline { fmt.println() } } // printf :: fmt.printf; demo :: proc() { a, b, c, d, e, f, res := &Int{}, &Int{}, &Int{}, &Int{}, &Int{}, &Int{}, &Int{} defer destroy(a, b, c, d, e, f, res) bits := 111 trials := -1 flags := Primality_Flags{} fmt.printf("Trying to generate a %v bit prime using %v Miller-Rabin trials and options %v.\n", bits, trials, flags) err: Error { SCOPED_TIMING(.random_prime) err = internal_random_prime(a, bits, trials, flags) } print("a(10): ", a, 10, true, true, true) fmt.printf("err: %v\n", err) fmt.printf("RANDOM_PRIME_ITERATIONS_USED: %v\n", RANDOM_PRIME_ITERATIONS_USED) nails := 0 count := internal_int_pack_count(a, u8, nails) buf := make([]u8, count) defer delete(buf) written: int order := Order.LSB_First fmt.printf("\na.digit: %v\n", a.digit[:a.used]) written, err = internal_int_pack(a, buf, nails, order) fmt.printf("\nPacked into buf: %v | err: %v | written: %v\n", buf, err, written) err = internal_int_unpack(b, buf, nails, order) print("\nUnpacked into b: ", b) fmt.printf("err: %v\n", err) fmt.printf("b.digit: %v\n", b.digit[:b.used]) } main :: proc() { ta := mem.Tracking_Allocator{} mem.tracking_allocator_init(&ta, context.allocator) context.allocator = mem.tracking_allocator(&ta) demo() print_configation() print_timings() if len(ta.allocation_map) > 0 { for _, v in ta.allocation_map { fmt.printf("Leaked %v bytes @ %v\n", v.size, v.location) } } if len(ta.bad_free_array) > 0 { fmt.println("Bad frees:") for v in ta.bad_free_array { fmt.println(v) } } }