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Theorem base summary for Specification nat-mult
Status:
Proved!
Axioms: 2, User Theorems: 214 (Proved: 214, Partially proved: 0, Unproved: 0, Invalid: 0, Siginvalid: 0)
Proof steps: 527, Interactions: 204
addle(1,0)
coef-21(1,1)
le-num(2,0)
lssucc(1,0)
mult-eq-succ(1,0)
numeral-03(3,0)
numeral-28(3,0)
sqr-03(1,1)
square-ls-03(1,1)
twoeq(1,0)
addle-01(4,0)
coef-22(1,1)
le-rew(1,0)
lssucc-01(1,0)
mult-eq-succ-01(2,1)
numeral-04(3,0)
numeral-29(2,0)
sqr-05(1,0)
square-ls-04(10,7)
twoeqf(2,1)
coef-01(1,1)
coef-23(1,1)
le-same(12,7)
mod-ls(1,0)
mult-eq-succ-02(2,1)
numeral-05(3,0)
numeral-30(3,0)
sqr-06(1,1)
square-ls-05(10,7)
twoeqf-01(2,1)
coef-02(1,1)
dist(3,0)
le-succ(6,3)
mod-neq(1,1)
mult-ineq-le(1,0)
numeral-06(3,0)
numeral-32(3,0)
sqr-07(2,1)
square-one(2,1)
twoeqf-02(2,0)
coef-03(2,2)
dist-merge(1,0)
le2-02(1,0)
mod-neq-01(1,1)
mult-ineq-lt(1,0)
numeral-07(2,0)
numeral-33(2,0)
sqr-08(1,1)
square-two(6,4)
twoeqf-03(2,1)
coef-04(1,1)
dist-sub(1,0)
le2-03(1,0)
mod-neq-02(4,2)
mult-le(1,0)
numeral-08(3,0)
numeral-35(3,0)
sqr-09(1,0)
sqzero(1,0)
twole(1,0)
coef-05(2,2)
dist-sub-01(2,0)
le2-04(4,2)
mod-neq-03(4,2)
mult-le-01(7,5)
numeral-09(3,0)
numeral-36(3,0)
square-eq(4,4)
succ(2,0)
twole-01(1,0)
coef-06(1,1)
dist-sub-02(2,0)
leone(6,1)
mod-neq-04(1,0)
mult-rec(0,0)
numeral-10(8,3)
one(1,0)
square-eq-01(1,1)
succ-01(2,1)
twole-02(1,0)
coef-07(1,1)
dist-sub-03(2,0)
ls(1,1)
mod-neq-05(1,1)
mult-sub-less(1,0)
numeral-11(3,0)
one-01(2,1)
square-eq-02(1,1)
succ-merge(1,0)
twols(1,0)
coef-08(1,1)
dist-sub-04(2,0)
ls-01(4,0)
mod-nle(12,8)
neqone(1,0)
numeral-12(3,0)
one-02(1,0)
square-eq-03(4,4)
three(16,11)
twols-01(2,0)
coef-09(1,1)
eq(6,2)
ls-02(3,2)
mod-nle-01(2,1)
nonumsimp-addls-01(1,0)
numeral-15(3,0)
rdist(4,1)
square-even(8,4)
threeeq(2,0)
zero(1,0)
coef-10(1,1)
eq-01(2,1)
ls-03(1,0)
mod-nls(3,2)
nonumsimp-eqsucc(1,0)
numeral-16(3,0)
rsucc(1,0)
square-even-01(2,1)
threels(2,0)
zero-01(1,0)
coef-11(1,1)
eq-same(1,0)
ls-03-num(2,0)
modeq(7,3)
nonumsimp-lstwo(1,0)
numeral-17(8,3)
rsucc-01(3,0)
square-inject(2,2)
two-02(1,0)
zero-02(1,0)
coef-12(1,1)
ex-two(8,2)
ls-04(2,1)
modeq-01(1,0)
nonumsimp-mod-neq(1,0)
numeral-18(3,0)
rsucc-02(1,1)
square-interval(5,5)
two-03(5,3)
zero-03(1,0)
coef-13(1,1)
four(1,0)
ls-05(1,0)
modls(10,5)
nonumsimp-mod-neq-05(8,4)
numeral-19(3,0)
sqle(2,1)
square-le(2,2)
two-les-01(1,0)
zero-04(1,0)
coef-14(1,1)
four-01(2,0)
ls-06(2,1)
modls-01(1,1)
nonumsimp-succ(1,0)
numeral-20(3,0)
sqle-01(1,0)
square-le-01(1,1)
two-ls-01(1,0)
zero-05(1,0)
coef-15(1,1)
le(6,3)
ls-07(1,0)
modls-02(1,1)
nonumsimp-twoeq(1,0)
numeral-21(3,0)
sqle-02(1,0)
square-le-02(5,3)
two-one-01(1,0)
zero-06(1,0)
coef-16(1,1)
le-01(1,0)
ls-08(2,1)
modls-03(6,2)
nonumsimp-twoeq-01(1,0)
numeral-23(3,0)
sqls(4,2)
square-le-03(2,2)
two-succ-03(1,0)
zero-num(2,0)
coef-17(1,1)
le-02(1,0)
ls-09(1,0)
modp(6,2)
nonumsimp-twole(1,0)
numeral-24(3,0)
sqp(1,0)
square-less(4,3)
two-succ-04(1,0)
coef-18(1,1)
le-03(3,3)
ls-10(1,0)
mult-a(6,2)
nonumsimp-twols(1,0)
numeral-25(3,0)
sqr(1,0)
square-ls(16,10)
two-succ-05(1,1)
coef-19(1,1)
le-04(4,2)
ls2-02(1,0)
mult-base(0,0)
nonumsimp-twonle(2,1)
numeral-26(3,0)
sqr-01(1,1)
square-ls-01(1,1)
two-succ-06(4,0)
coef-20(1,1)
le-05(1,0)
ls2-03(1,0)
mult-c(3,0)
numeral-01(2,0)
numeral-27(3,0)
sqr-02(1,0)
square-ls-02(1,1)
two-zero-01(1,0)