Lines Matching refs:rw

631    rw [realTheory.REAL_LE_DIV, realTheory.REAL_LT_IMP_LE])
635 rw [realTheory.REAL_EQ_LDIV_EQ])
679 >- (`(n = 1) \/ (n = 2)` by decide_tac \\ rw [])
701 rw [DECIDE ``0 < a /\ a <> 1 ==> 2n <= a``])
719 \\ rw [realTheory.pow]
920 \\ rw [float_value_def]
953 rw [float_plus_infinity_def, float_minus_infinity_def,
995 rw [float_component_equality, float_components, two_mod_not_one, sign_neq,
1008 rw [float_plus_infinity_def, float_minus_infinity_def,
1019 rw [float_plus_zero_def, float_minus_zero_def,
1032 rw [FUN_EQ_THM, float_is_infinite_def, float_is_zero_def, float_value_def,
1036 \\ rw [sign_not_zero, realLib.REAL_ARITH ``0r <= n ==> 1 + n <> 0``]
1042 rw [float_is_nan_def, float_is_normal_def, float_is_subnormal_def,
1046 \\ rw [float_plus_infinity_def, float_minus_infinity_def,
1199 rw [float_is_zero_def, float_value_def, float_to_real_def, sign_not_zero,
1206 rw [float_is_finite_def, float_is_normal_def, float_is_subnormal_def,
1215 rw [float_is_nan_def, float_is_infinite_def, float_is_finite_def]
1224 rw [float_is_nan_def, float_is_infinite_def, float_is_finite_def]
1246 rw []
1282 rw [float_to_real_def, float_negate_def]
1359 rw [ULP_def, realTheory.REAL_LT_RDIV_0])
1373 rw [ulp_def]
1381 \\ rw [Once realTheory.pow]
1396 \\ rw [GSYM realTheory.REAL_LT_ADD_SUB, realTheory.POW_2_LE1, lem]
1409 \\ rw [realTheory.POW_2_LE1, GSYM realTheory.REAL_LT_ADD_SUB,
1452 \\ rw [ulp_def, ULP_def, float_to_real_def, abs_float_value, abs_significand,
1482 rw [float_is_finite_def])
1487 rw [float_value_def])
1491 rw [float_is_zero_def, float_value_def]
1512 rw [realTheory.REAL_LE_DIV, realTheory.REAL_LE_MUL,
1518 rw [realTheory.REAL_LE_DIV, realTheory.REAL_LE_MUL,
1537 \\ rw [ULP_def, float_to_real_def, float_is_zero, realTheory.ABS_NEG,
1542 \\ rw [realTheory.REAL_LDISTRIB]
1558 \\ rw [ULP_def, float_to_real_def, float_is_zero, realTheory.ABS_NEG,
1598 rw [realTheory.REAL_LT_LDIV_EQ, realTheory.REAL_OF_NUM_POW, w2n_lt_pow])
1602 rw [realLib.REAL_ARITH ``2r * n < 2 = n < 1``, nobias_denormal_lt_1])
1619 \\ rw [nobias_denormal_lt_2, pow_ge2, realTheory.REAL_LE_MUL])
1748 rw [ULP_def, exponent_boundary_def, float_to_real_def]
1800 \\ rw []
1975 rw [ULP_def, float_to_real_def]
1992 rw [ULP_def, float_to_real_def]
2016 rw [ULP_def, float_to_real_def, realTheory.ABS_NEG, abs_float_value,
2048 rw [ULP_def, float_to_real_def, realTheory.ABS_NEG, abs_float_value,
2092 rw [float_to_real_def, realTheory.ABS_NEG, abs_float_value,
2167 rw [ULP_def, float_to_real_def]
2189 rw [diff_significand_ULP_mul, ULP_gt0, diff_ge1,
2235 \\ rw [float_to_real_def, sign_not_zero, div_twopow]
2242 rw [float_to_real_eq, float_component_equality]
2278 rw [realTheory.REAL_SUB, bitTheory.SUC_SUB, DECIDE ``~(SUC n <= n)``,
2336 rw []
2337 \\ rw [float_to_real_def, abs_float_value, abs_significand,
2366 rw []
2367 \\ rw [float_to_real_def, abs_float_value, abs_significand,
2393 rw []
2394 \\ rw [float_to_real_def, abs_float_value, abs_significand,
2413 >- rw [GSYM neg_ulp, GSYM ulp, float_minus_min_def, float_components,
2417 \\ rw [float_to_real_def, ULP_def, abs_float_value, abs_significand,
2523 rw [exponent_boundary_def, float_is_zero]
2531 rw [ULP_def, float_to_real_def, abs_float_value, abs_significand,
2566 \\ rw []
2570 \\ rw [Float_is_finite]
2630 rw [ULP_def]
2644 rw [exponent_boundary_def, wordsTheory.WORD_LO]
2687 \\ rw []
2692 \\ rw []
2825 \\ rw []
2830 \\ rw []
2838 \\ rw [pow_add1, realTheory.mult_ratr]
2916 \\ rw [float_is_zero]
2982 \\ rw []
3007 rw [float_plus_min_def, float_negate_def, ulp_def, ULP_def,
3067 rw [float_plus_min_def, float_negate_def]
3081 \\ rw []
3086 \\ rw [float_plus_zero_def]
3432 rw [largest, threshold, realTheory.REAL_LT_RDIV, realTheory.REAL_LT_LMUL,
3460 rw [float_is_nan_def, float_is_signalling_def, float_is_infinite_def,
3463 \\ rw [float_sets, float_minus_zero_def, float_plus_zero_def,
3478 rw [float_plus_infinity_def, float_minus_infinity_def,
3765 rw [float_mul_def, float_values]
3781 rw [float_mul_def, float_values]
3797 rw [float_mul_def, float_values]
3814 rw [float_mul_def, float_values]
3898 rw [float_div_def, float_values]
3910 rw [float_div_def, float_values]
3922 rw [float_div_def, float_values]
3935 rw [float_div_def, float_values]