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|
(M1::OK-INPUTS)
(M1::!)
(M1::THETA)
(M1::HELPER)
(M1::FN)
(M1::HELPER-IS-THETA
(26 16 (:REWRITE DEFAULT-TIMES-2))
(16 16 (:REWRITE DEFAULT-TIMES-1))
(11 11 (:REWRITE NORMALIZE-FACTORS-GATHER-EXPONENTS))
(9 3 (:REWRITE SIMPLIFY-SUMS-EQUAL))
(9 3 (:REWRITE SIMPLIFY-PRODUCTS-GATHER-EXPONENTS-EQUAL))
(9 3 (:REWRITE PREFER-POSITIVE-ADDENDS-EQUAL))
(7 7 (:REWRITE THE-FLOOR-BELOW))
(7 7 (:REWRITE THE-FLOOR-ABOVE))
(7 7 (:REWRITE REMOVE-STRICT-INEQUALITIES))
(7 7 (:REWRITE REDUCE-RATIONAL-MULTIPLICATIVE-CONSTANT-<))
(7 7 (:REWRITE REDUCE-MULTIPLICATIVE-CONSTANT-<))
(7 7 (:REWRITE REDUCE-ADDITIVE-CONSTANT-<))
(7 7 (:REWRITE INTEGERP-<-CONSTANT))
(7 7 (:REWRITE DEFAULT-LESS-THAN-2))
(7 7 (:REWRITE DEFAULT-LESS-THAN-1))
(7 7 (:REWRITE CONSTANT-<-INTEGERP))
(7 7 (:REWRITE |(< c (/ x)) positive c --- present in goal|))
(7 7 (:REWRITE |(< c (/ x)) positive c --- obj t or nil|))
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(7 7 (:REWRITE |(< (- x) (- y))|))
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(6 6 (:REWRITE SIMPLIFY-TERMS-SUCH-AS-AX+BX-<-0-RATIONAL-COMMON))
(6 6 (:REWRITE SIMPLIFY-SUMS-<))
(6 6 (:REWRITE SIMPLIFY-PRODUCTS-GATHER-EXPONENTS-<))
(6 6 (:REWRITE REDUCE-INTEGERP-+))
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(4 4 (:REWRITE NORMALIZE-TERMS-SUCH-AS-A/A+B-+-B/A+B))
(4 4 (:REWRITE NORMALIZE-ADDENDS))
(4 4 (:REWRITE DEFAULT-PLUS-2))
(4 4 (:REWRITE DEFAULT-PLUS-1))
(3 3 (:REWRITE REDUCE-MULTIPLICATIVE-CONSTANT-EQUAL))
(3 3 (:REWRITE REDUCE-ADDITIVE-CONSTANT-EQUAL))
(3 3 (:REWRITE EQUAL-OF-PREDICATES-REWRITE))
(3 3 (:REWRITE |(equal c (/ x))|))
(3 3 (:REWRITE |(equal c (- x))|))
(3 3 (:REWRITE |(equal (/ x) c)|))
(3 3 (:REWRITE |(equal (/ x) (/ y))|))
(3 3 (:REWRITE |(equal (- x) c)|))
(3 3 (:REWRITE |(equal (- x) (- y))|))
(2 2 (:REWRITE |(* c (* d x))|))
)
(M1::FN-IS-THETA
(20 2 (:DEFINITION M1::!))
(6 3 (:REWRITE DEFAULT-TIMES-2))
(3 3 (:REWRITE DEFAULT-TIMES-1))
(2 2 (:REWRITE ZP-OPEN))
(2 2 (:REWRITE NORMALIZE-TERMS-SUCH-AS-A/A+B-+-B/A+B))
(2 2 (:REWRITE NORMALIZE-FACTORS-GATHER-EXPONENTS))
(2 2 (:REWRITE NORMALIZE-ADDENDS))
(2 2 (:REWRITE DEFAULT-PLUS-2))
(2 2 (:REWRITE DEFAULT-PLUS-1))
(1 1 (:REWRITE THE-FLOOR-BELOW))
(1 1 (:REWRITE THE-FLOOR-ABOVE))
(1 1 (:REWRITE SIMPLIFY-TERMS-SUCH-AS-AX+BX-<-0-RATIONAL-REMAINDER))
(1 1 (:REWRITE SIMPLIFY-TERMS-SUCH-AS-AX+BX-<-0-RATIONAL-COMMON))
(1 1 (:REWRITE SIMPLIFY-SUMS-<))
(1 1 (:REWRITE SIMPLIFY-PRODUCTS-GATHER-EXPONENTS-<))
(1 1 (:REWRITE REMOVE-WEAK-INEQUALITIES))
(1 1 (:REWRITE REMOVE-STRICT-INEQUALITIES))
(1 1 (:REWRITE REDUCE-RATIONAL-MULTIPLICATIVE-CONSTANT-<))
(1 1 (:REWRITE REDUCE-MULTIPLICATIVE-CONSTANT-<))
(1 1 (:REWRITE REDUCE-INTEGERP-+))
(1 1 (:REWRITE REDUCE-ADDITIVE-CONSTANT-<))
(1 1 (:REWRITE PREFER-POSITIVE-ADDENDS-<))
(1 1 (:REWRITE INTEGERP-MINUS-X))
(1 1 (:REWRITE INTEGERP-<-CONSTANT))
(1 1 (:REWRITE DEFAULT-LESS-THAN-2))
(1 1 (:REWRITE DEFAULT-LESS-THAN-1))
(1 1 (:REWRITE CONSTANT-<-INTEGERP))
(1 1 (:REWRITE |(< c (/ x)) positive c --- present in goal|))
(1 1 (:REWRITE |(< c (/ x)) positive c --- obj t or nil|))
(1 1 (:REWRITE |(< c (/ x)) negative c --- present in goal|))
(1 1 (:REWRITE |(< c (/ x)) negative c --- obj t or nil|))
(1 1 (:REWRITE |(< c (- x))|))
(1 1 (:REWRITE |(< (/ x) c) positive c --- present in goal|))
(1 1 (:REWRITE |(< (/ x) c) positive c --- obj t or nil|))
(1 1 (:REWRITE |(< (/ x) c) negative c --- present in goal|))
(1 1 (:REWRITE |(< (/ x) c) negative c --- obj t or nil|))
(1 1 (:REWRITE |(< (/ x) 0)|))
(1 1 (:REWRITE |(< (/ x) (/ y))|))
(1 1 (:REWRITE |(< (- x) c)|))
(1 1 (:REWRITE |(< (- x) (- y))|))
(1 1 (:REWRITE |(< (* x y) 0)|))
(1 1 (:META META-INTEGERP-CORRECT))
)
(M1::LOOP-CLK)
(M1::CLK)
(M1::POISED-TO-LOOP)
(M1::LOOP-HINT)
(M1::ABOUT-MAKE-STATE
(6 3 (:REWRITE DEFAULT-PLUS-2))
(4 4 (:REWRITE DEFAULT-CDR))
(3 3 (:REWRITE NORMALIZE-TERMS-SUCH-AS-A/A+B-+-B/A+B))
(3 3 (:REWRITE NORMALIZE-ADDENDS))
(3 3 (:REWRITE DEFAULT-PLUS-1))
)
(M1::FACT-LOOP-LOCALS)
(M1::FACT-LOOP-THM
(5863 463 (:REWRITE ACL2-NUMBERP-X))
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(2398 227 (:REWRITE SIMPLIFY-PRODUCTS-GATHER-EXPONENTS-EQUAL))
(1980 22 (:REWRITE |(* y (* x z))|))
(1944 264 (:REWRITE RATIONALP-X))
(1944 264 (:REWRITE M1::INTEGERP-IMPLIES-RATIONALP))
(1760 44 (:REWRITE |(* x (+ y z))|))
(1073 347 (:REWRITE NORMALIZE-FACTORS-GATHER-EXPONENTS))
(1017 769 (:REWRITE DEFAULT-PLUS-2))
(769 769 (:REWRITE DEFAULT-PLUS-1))
(660 22 (:REWRITE BUBBLE-DOWN-*-MATCH-3))
(622 622 (:REWRITE REDUCE-INTEGERP-+))
(622 622 (:REWRITE INTEGERP-MINUS-X))
(622 622 (:META META-INTEGERP-CORRECT))
(551 551 (:REWRITE NORMALIZE-TERMS-SUCH-AS-A/A+B-+-B/A+B))
(551 551 (:REWRITE NORMALIZE-ADDENDS))
(454 227 (:REWRITE PREFER-POSITIVE-ADDENDS-EQUAL))
(356 50 (:DEFINITION LEN))
(313 97 (:REWRITE |(< (* x y) 0)|))
(291 227 (:REWRITE SIMPLIFY-SUMS-EQUAL))
(287 287 (:REWRITE THE-FLOOR-BELOW))
(287 287 (:REWRITE THE-FLOOR-ABOVE))
(287 287 (:REWRITE REDUCE-RATIONAL-MULTIPLICATIVE-CONSTANT-<))
(287 287 (:REWRITE REDUCE-MULTIPLICATIVE-CONSTANT-<))
(287 287 (:REWRITE DEFAULT-LESS-THAN-2))
(287 287 (:REWRITE DEFAULT-LESS-THAN-1))
(269 269 (:REWRITE SIMPLIFY-SUMS-<))
(269 269 (:REWRITE SIMPLIFY-PRODUCTS-GATHER-EXPONENTS-<))
(269 269 (:REWRITE REMOVE-WEAK-INEQUALITIES))
(269 269 (:REWRITE REMOVE-STRICT-INEQUALITIES))
(269 269 (:REWRITE PREFER-POSITIVE-ADDENDS-<))
(269 269 (:REWRITE INTEGERP-<-CONSTANT))
(269 269 (:REWRITE CONSTANT-<-INTEGERP))
(269 269 (:REWRITE |(< c (/ x)) positive c --- present in goal|))
(269 269 (:REWRITE |(< c (/ x)) positive c --- obj t or nil|))
(269 269 (:REWRITE |(< c (/ x)) negative c --- present in goal|))
(269 269 (:REWRITE |(< c (/ x)) negative c --- obj t or nil|))
(269 269 (:REWRITE |(< c (- x))|))
(269 269 (:REWRITE |(< (/ x) c) positive c --- present in goal|))
(269 269 (:REWRITE |(< (/ x) c) positive c --- obj t or nil|))
(269 269 (:REWRITE |(< (/ x) c) negative c --- present in goal|))
(269 269 (:REWRITE |(< (/ x) c) negative c --- obj t or nil|))
(269 269 (:REWRITE |(< (/ x) (/ y))|))
(269 269 (:REWRITE |(< (- x) c)|))
(269 269 (:REWRITE |(< (- x) (- y))|))
(264 264 (:REWRITE REDUCE-RATIONALP-+))
(264 264 (:REWRITE REDUCE-RATIONALP-*))
(264 264 (:REWRITE RATIONALP-MINUS-X))
(264 264 (:META META-RATIONALP-CORRECT))
(227 227 (:REWRITE REDUCE-MULTIPLICATIVE-CONSTANT-EQUAL))
(227 227 (:REWRITE REDUCE-ADDITIVE-CONSTANT-EQUAL))
(227 227 (:REWRITE EQUAL-OF-PREDICATES-REWRITE))
(227 227 (:REWRITE |(equal c (/ x))|))
(227 227 (:REWRITE |(equal c (- x))|))
(227 227 (:REWRITE |(equal (/ x) c)|))
(227 227 (:REWRITE |(equal (/ x) (/ y))|))
(227 227 (:REWRITE |(equal (- x) c)|))
(227 227 (:REWRITE |(equal (- x) (- y))|))
(210 6 (:REWRITE |(< (* x y) 0) rationalp (* x y)|))
(159 159 (:REWRITE |(< 0 (* x y))|))
(154 44 (:REWRITE |(* x (- y))|))
(141 141 (:REWRITE SIMPLIFY-TERMS-SUCH-AS-0-<-AX+BX-RATIONAL-REMAINDER))
(141 141 (:REWRITE SIMPLIFY-TERMS-SUCH-AS-0-<-AX+BX-RATIONAL-COMMON))
(141 141 (:REWRITE |(< 0 (/ x))|))
(126 126 (:REWRITE |(< x (+ c/d y))|))
(110 22 (:REWRITE |(* x x)|))
(108 108 (:REWRITE |(< y (+ (- c) x))|))
(98 49 (:DEFINITION TRUE-LISTP))
(97 97 (:REWRITE SIMPLIFY-TERMS-SUCH-AS-AX+BX-<-0-RATIONAL-REMAINDER))
(97 97 (:REWRITE SIMPLIFY-TERMS-SUCH-AS-AX+BX-<-0-RATIONAL-COMMON))
(97 97 (:REWRITE |(< (/ x) 0)|))
(75 5 (:REWRITE |(* (+ x y) z)|))
(66 66 (:TYPE-PRESCRIPTION EXPT-TYPE-PRESCRIPTION-POSITIVE-BASE))
(66 66 (:TYPE-PRESCRIPTION EXPT-TYPE-PRESCRIPTION-NONPOSITIVE-BASE-ODD-EXPONENT))
(66 66 (:TYPE-PRESCRIPTION EXPT-TYPE-PRESCRIPTION-NONPOSITIVE-BASE-EVEN-EXPONENT))
(66 66 (:TYPE-PRESCRIPTION EXPT-TYPE-PRESCRIPTION-NONNEGATIVE-BASE))
(66 66 (:TYPE-PRESCRIPTION EXPT-TYPE-PRESCRIPTION-NEGATIVE-BASE-ODD-EXPONENT))
(66 66 (:TYPE-PRESCRIPTION EXPT-TYPE-PRESCRIPTION-NEGATIVE-BASE-EVEN-EXPONENT))
(66 66 (:TYPE-PRESCRIPTION EXPT-TYPE-PRESCRIPTION-INTEGERP-BASE-B))
(66 66 (:TYPE-PRESCRIPTION EXPT-TYPE-PRESCRIPTION-INTEGERP-BASE-A))
(66 66 (:TYPE-PRESCRIPTION EXPT-TYPE-PRESCRIPTION-INTEGERP-BASE))
(59 27 (:REWRITE |(* -1 x)|))
(49 49 (:REWRITE DEFAULT-MINUS))
(32 32 (:REWRITE |(* c (* d x))|))
(27 27 (:REWRITE |(- (* c x))|))
(27 27 (:REWRITE |(* (- x) y)|))
(22 22 (:TYPE-PRESCRIPTION BUBBLE-DOWN))
(22 22 (:REWRITE DEFAULT-EXPT-2))
(22 22 (:REWRITE DEFAULT-EXPT-1))
(22 22 (:REWRITE |(expt 1/c n)|))
(22 22 (:REWRITE |(expt (- x) n)|))
(22 22 (:DEFINITION FIX))
(10 10 (:REWRITE |(* 0 x)|))
(9 6 (:TYPE-PRESCRIPTION M1::STEP))
(1 1 (:REWRITE SIMPLIFY-TERMS-SUCH-AS-AX+BX-=-0))
(1 1 (:REWRITE |(equal (+ (- c) x) y)|))
)
(M1::POISED-FOR-FACT)
(M1::FACT-LOCALS)
(M1::FACT-THM
(129 3 (:DEFINITION M1::HELPER))
(30 3 (:REWRITE SIMPLIFY-PRODUCTS-GATHER-EXPONENTS-EQUAL))
(28 4 (:REWRITE ACL2-NUMBERP-X))
(13 13 (:REWRITE DEFAULT-CAR))
(12 4 (:DEFINITION UPDATE-NTH))
(12 3 (:REWRITE |(* y x)|))
(8 2 (:REWRITE RATIONALP-X))
(8 2 (:REWRITE M1::INTEGERP-IMPLIES-RATIONALP))
(7 1 (:DEFINITION LEN))
(6 6 (:REWRITE THE-FLOOR-BELOW))
(6 6 (:REWRITE THE-FLOOR-ABOVE))
(6 6 (:REWRITE SIMPLIFY-SUMS-<))
(6 6 (:REWRITE SIMPLIFY-PRODUCTS-GATHER-EXPONENTS-<))
(6 6 (:REWRITE REMOVE-WEAK-INEQUALITIES))
(6 6 (:REWRITE REMOVE-STRICT-INEQUALITIES))
(6 6 (:REWRITE REDUCE-RATIONAL-MULTIPLICATIVE-CONSTANT-<))
(6 6 (:REWRITE REDUCE-MULTIPLICATIVE-CONSTANT-<))
(6 6 (:REWRITE REDUCE-ADDITIVE-CONSTANT-<))
(6 6 (:REWRITE PREFER-POSITIVE-ADDENDS-<))
(6 6 (:REWRITE INTEGERP-<-CONSTANT))
(6 6 (:REWRITE DEFAULT-TIMES-2))
(6 6 (:REWRITE DEFAULT-TIMES-1))
(6 6 (:REWRITE DEFAULT-LESS-THAN-2))
(6 6 (:REWRITE DEFAULT-LESS-THAN-1))
(6 6 (:REWRITE DEFAULT-CDR))
(6 6 (:REWRITE CONSTANT-<-INTEGERP))
(6 6 (:REWRITE |(< c (/ x)) positive c --- present in goal|))
(6 6 (:REWRITE |(< c (/ x)) positive c --- obj t or nil|))
(6 6 (:REWRITE |(< c (/ x)) negative c --- present in goal|))
(6 6 (:REWRITE |(< c (/ x)) negative c --- obj t or nil|))
(6 6 (:REWRITE |(< c (- x))|))
(6 6 (:REWRITE |(< (/ x) c) positive c --- present in goal|))
(6 6 (:REWRITE |(< (/ x) c) positive c --- obj t or nil|))
(6 6 (:REWRITE |(< (/ x) c) negative c --- present in goal|))
(6 6 (:REWRITE |(< (/ x) c) negative c --- obj t or nil|))
(6 6 (:REWRITE |(< (/ x) (/ y))|))
(6 6 (:REWRITE |(< (- x) c)|))
(6 6 (:REWRITE |(< (- x) (- y))|))
(6 3 (:REWRITE PREFER-POSITIVE-ADDENDS-EQUAL))
(5 5 (:REWRITE SIMPLIFY-TERMS-SUCH-AS-0-<-AX+BX-RATIONAL-REMAINDER))
(5 5 (:REWRITE SIMPLIFY-TERMS-SUCH-AS-0-<-AX+BX-RATIONAL-COMMON))
(5 5 (:REWRITE REDUCE-INTEGERP-+))
(5 5 (:REWRITE INTEGERP-MINUS-X))
(5 5 (:REWRITE |(< 0 (/ x))|))
(5 5 (:REWRITE |(< 0 (* x y))|))
(5 5 (:META META-INTEGERP-CORRECT))
(5 4 (:REWRITE DEFAULT-PLUS-2))
(4 4 (:REWRITE NORMALIZE-TERMS-SUCH-AS-A/A+B-+-B/A+B))
(4 4 (:REWRITE NORMALIZE-ADDENDS))
(4 4 (:REWRITE DEFAULT-PLUS-1))
(3 3 (:REWRITE SIMPLIFY-SUMS-EQUAL))
(3 3 (:REWRITE REDUCE-MULTIPLICATIVE-CONSTANT-EQUAL))
(3 3 (:REWRITE REDUCE-ADDITIVE-CONSTANT-EQUAL))
(3 3 (:REWRITE EQUAL-OF-PREDICATES-REWRITE))
(3 3 (:REWRITE |(equal c (/ x))|))
(3 3 (:REWRITE |(equal c (- x))|))
(3 3 (:REWRITE |(equal (/ x) c)|))
(3 3 (:REWRITE |(equal (/ x) (/ y))|))
(3 3 (:REWRITE |(equal (- x) c)|))
(3 3 (:REWRITE |(equal (- x) (- y))|))
(3 3 (:REWRITE |(* 1 x)|))
(2 2 (:REWRITE REDUCE-RATIONALP-+))
(2 2 (:REWRITE REDUCE-RATIONALP-*))
(2 2 (:REWRITE RATIONALP-MINUS-X))
(2 2 (:META META-RATIONALP-CORRECT))
(2 1 (:DEFINITION TRUE-LISTP))
(1 1 (:REWRITE SIMPLIFY-TERMS-SUCH-AS-AX+BX-=-0))
(1 1 (:REWRITE SIMPLIFY-TERMS-SUCH-AS-AX+BX-<-0-RATIONAL-REMAINDER))
(1 1 (:REWRITE SIMPLIFY-TERMS-SUCH-AS-AX+BX-<-0-RATIONAL-COMMON))
(1 1 (:REWRITE |(< (/ x) 0)|))
(1 1 (:REWRITE |(< (* x y) 0)|))
)
(M1::TOTAL-CORRECTNESS
(30 3 (:DEFINITION M1::!))
(6 3 (:REWRITE DEFAULT-TIMES-2))
(4 4 (:REWRITE DEFAULT-CAR))
(3 3 (:REWRITE ZP-OPEN))
(3 3 (:REWRITE NORMALIZE-TERMS-SUCH-AS-A/A+B-+-B/A+B))
(3 3 (:REWRITE NORMALIZE-FACTORS-GATHER-EXPONENTS))
(3 3 (:REWRITE NORMALIZE-ADDENDS))
(3 3 (:REWRITE DEFAULT-TIMES-1))
(3 3 (:REWRITE DEFAULT-PLUS-2))
(3 3 (:REWRITE DEFAULT-PLUS-1))
(1 1 (:REWRITE THE-FLOOR-BELOW))
(1 1 (:REWRITE THE-FLOOR-ABOVE))
(1 1 (:REWRITE SIMPLIFY-TERMS-SUCH-AS-AX+BX-<-0-RATIONAL-REMAINDER))
(1 1 (:REWRITE SIMPLIFY-TERMS-SUCH-AS-AX+BX-<-0-RATIONAL-COMMON))
(1 1 (:REWRITE SIMPLIFY-SUMS-<))
(1 1 (:REWRITE SIMPLIFY-PRODUCTS-GATHER-EXPONENTS-<))
(1 1 (:REWRITE REMOVE-WEAK-INEQUALITIES))
(1 1 (:REWRITE REMOVE-STRICT-INEQUALITIES))
(1 1 (:REWRITE REDUCE-RATIONAL-MULTIPLICATIVE-CONSTANT-<))
(1 1 (:REWRITE REDUCE-MULTIPLICATIVE-CONSTANT-<))
(1 1 (:REWRITE REDUCE-INTEGERP-+))
(1 1 (:REWRITE REDUCE-ADDITIVE-CONSTANT-<))
(1 1 (:REWRITE PREFER-POSITIVE-ADDENDS-<))
(1 1 (:REWRITE INTEGERP-MINUS-X))
(1 1 (:REWRITE INTEGERP-<-CONSTANT))
(1 1 (:REWRITE DEFAULT-LESS-THAN-2))
(1 1 (:REWRITE DEFAULT-LESS-THAN-1))
(1 1 (:REWRITE CONSTANT-<-INTEGERP))
(1 1 (:REWRITE |(< c (/ x)) positive c --- present in goal|))
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(1 1 (:REWRITE |(< (- x) (- y))|))
(1 1 (:REWRITE |(< (* x y) 0)|))
(1 1 (:META META-INTEGERP-CORRECT))
)
|
