Contribution: Karatsuba
| Global Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | (138 entries) |
| Lemma Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | (41 entries) |
| Constructor Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | (2 entries) |
| Inductive Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | (2 entries) |
| Definition Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | (37 entries) |
| Module Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | (25 entries) |
| Axiom Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | (11 entries) |
| Library Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | (20 entries) |
Global Index
A
A [definition, in Karatsuba.Karatsuba.Timing]B
BinPosEx [library]C
Coercions [library]Compare [library]
CompareDecOrd [module, in Karatsuba.Order.ComparisonDecOrd]
CompareDecOrd.A [definition, in Karatsuba.Order.ComparisonDecOrd]
CompareDecOrd.le [definition, in Karatsuba.Order.ComparisonDecOrd]
CompareDecOrd.le_antisym [lemma, in Karatsuba.Order.ComparisonDecOrd]
CompareDecOrd.le_refl [lemma, in Karatsuba.Order.ComparisonDecOrd]
CompareDecOrd.le_total [lemma, in Karatsuba.Order.ComparisonDecOrd]
CompareDecOrd.le_trans [lemma, in Karatsuba.Order.ComparisonDecOrd]
compareLe [lemma, in Karatsuba.Order.Comparison]
compareLt [lemma, in Karatsuba.Order.Comparison]
Comparison [library]
ComparisonDecOrd [library]
comparisonGe [definition, in Karatsuba.Order.Comparison]
comparisonGt [definition, in Karatsuba.Order.Comparison]
comparisonLe [definition, in Karatsuba.Order.Comparison]
comparisonLt [definition, in Karatsuba.Order.Comparison]
ComparisonSig [module, in Karatsuba.Order.ComparisonDecOrd]
ComparisonSig.A [axiom, in Karatsuba.Order.ComparisonDecOrd]
ComparisonSig.compare [axiom, in Karatsuba.Order.ComparisonDecOrd]
ComparisonSig.compare_antisym [axiom, in Karatsuba.Order.ComparisonDecOrd]
ComparisonSig.compare_refl [axiom, in Karatsuba.Order.ComparisonDecOrd]
ComparisonSig.compare_trans [axiom, in Karatsuba.Order.ComparisonDecOrd]
D
DecidableOrder [library]Discharge [library]
Distributivity [module, in Karatsuba.Order.DecidableOrder]
DistributivityA [module, in Karatsuba.Order.DecidableOrder]
DistributivityAOrd [module, in Karatsuba.Order.DecidableOrder]
DistributivityA.min_max_distr [lemma, in Karatsuba.Order.DecidableOrder]
DistributivityB [module, in Karatsuba.Order.DecidableOrder]
DistributivityBOrd [module, in Karatsuba.Order.DecidableOrder]
DistributivityB.max_min_distr [definition, in Karatsuba.Order.DecidableOrder]
DistributivityOrd [module, in Karatsuba.Order.DecidableOrder]
Dual [module, in Karatsuba.Order.DecidableOrder]
DualDistrib [module, in Karatsuba.Order.DecidableOrder]
DualOrd [module, in Karatsuba.Order.DecidableOrder]
DualOrd [module, in Karatsuba.Order.DecidableOrder]
Dual.A [definition, in Karatsuba.Order.DecidableOrder]
Dual.le [definition, in Karatsuba.Order.DecidableOrder]
Dual.le_antisym [lemma, in Karatsuba.Order.DecidableOrder]
Dual.le_refl [definition, in Karatsuba.Order.DecidableOrder]
Dual.le_total [lemma, in Karatsuba.Order.DecidableOrder]
Dual.le_trans [lemma, in Karatsuba.Order.DecidableOrder]
E
eqMorphism [lemma, in Karatsuba.NArithEx.Pring]K
Karatsuba [library]KaratsubaMult [definition, in Karatsuba.Karatsuba.Karatsuba]
KaratsubaMultCorrect [lemma, in Karatsuba.Karatsuba.Karatsuba]
KaratsubaMultCorrect1 [lemma, in Karatsuba.Karatsuba.Karatsuba]
KaratsubaMultF [definition, in Karatsuba.Karatsuba.Karatsuba]
KaratsubaStop [definition, in Karatsuba.Karatsuba.Karatsuba]
M
Max [module, in Karatsuba.Order.DecidableOrder]Max [module, in Karatsuba.Order.DecidableOrder]
MaxOrd [module, in Karatsuba.Order.DecidableOrder]
Max.case_max [definition, in Karatsuba.Order.DecidableOrder]
Max.max [definition, in Karatsuba.Order.DecidableOrder]
Max.max_assoc [definition, in Karatsuba.Order.DecidableOrder]
Max.max_left [definition, in Karatsuba.Order.DecidableOrder]
Max.max_lub [definition, in Karatsuba.Order.DecidableOrder]
Max.max_right [definition, in Karatsuba.Order.DecidableOrder]
Max.max_sym [definition, in Karatsuba.Order.DecidableOrder]
Min [module, in Karatsuba.Order.DecidableOrder]
MinMax [module, in Karatsuba.Order.DecidableOrder]
MinMaxOrd [module, in Karatsuba.Order.DecidableOrder]
MinMaxOrd [module, in Karatsuba.Order.DecidableOrder]
MinMaxOrd [module, in Karatsuba.Order.DecidableOrder]
MinOrd [module, in Karatsuba.Order.DecidableOrder]
Min.case_min [lemma, in Karatsuba.Order.DecidableOrder]
Min.min [definition, in Karatsuba.Order.DecidableOrder]
Min.min_assoc [lemma, in Karatsuba.Order.DecidableOrder]
Min.min_glb [lemma, in Karatsuba.Order.DecidableOrder]
Min.min_left [lemma, in Karatsuba.Order.DecidableOrder]
Min.min_right [lemma, in Karatsuba.Order.DecidableOrder]
Min.min_sym [lemma, in Karatsuba.Order.DecidableOrder]
multMorphism [lemma, in Karatsuba.NArithEx.Pring]
N
natComparision [module, in Karatsuba.ArithEx.Compare]natComparision.A [definition, in Karatsuba.ArithEx.Compare]
natComparision.compare [definition, in Karatsuba.ArithEx.Compare]
natComparision.compare_antisym [lemma, in Karatsuba.ArithEx.Compare]
natComparision.compare_refl [lemma, in Karatsuba.ArithEx.Compare]
natComparision.compare_trans [lemma, in Karatsuba.ArithEx.Compare]
natDecOrd [module, in Karatsuba.ArithEx.Compare]
Nminus [definition, in Karatsuba.NArithEx.Nminus]
Nminus [library]
Nminus_plus [lemma, in Karatsuba.NArithEx.Nminus]
Nshift [definition, in Karatsuba.NArithEx.Nshift]
Nshift [library]
NshiftExpand [lemma, in Karatsuba.NArithEx.Nshift]
Nshift2 [lemma, in Karatsuba.NArithEx.Nshift]
Nsize [definition, in Karatsuba.NArithEx.Nsize]
Nsize [library]
Nsplit [library]
NsplitAt [definition, in Karatsuba.NArithEx.Nsplit]
NsplitAtSum [lemma, in Karatsuba.NArithEx.Nsplit]
P
pairTactic [constructor, in Karatsuba.common.Discharge]Pcompare_refl [lemma, in Karatsuba.NArithEx.BinPosEx]
plusMorphism [lemma, in Karatsuba.NArithEx.Pring]
Pminus_plus [lemma, in Karatsuba.NArithEx.BinPosEx]
Pow2 [definition, in Karatsuba.NArithEx.Pshift]
Pplus_bigger [lemma, in Karatsuba.NArithEx.BinPosEx]
Pring [library]
prodTactic [inductive, in Karatsuba.common.Discharge]
Pshift [definition, in Karatsuba.NArithEx.Pshift]
Pshift [library]
PshiftExpand [lemma, in Karatsuba.NArithEx.Pshift]
Pshift1 [lemma, in Karatsuba.NArithEx.Pshift]
Pshift2 [lemma, in Karatsuba.NArithEx.Pshift]
Pshift3 [lemma, in Karatsuba.NArithEx.Pshift]
Psize [definition, in Karatsuba.NArithEx.Psize]
Psize [library]
Psize1 [lemma, in Karatsuba.NArithEx.Psize]
Psplit [library]
PsplitAt [definition, in Karatsuba.NArithEx.Nsplit]
PsplitAt [definition, in Karatsuba.NArithEx.Psplit]
PsplitAtFast [definition, in Karatsuba.NArithEx.Psplit]
PsplitAtFastCorrect [lemma, in Karatsuba.NArithEx.Psplit]
PsplitAtSum [lemma, in Karatsuba.NArithEx.Nsplit]
PsplitAt1 [lemma, in Karatsuba.NArithEx.Psplit]
PsplitAt2 [definition, in Karatsuba.NArithEx.Psplit]
PsplitAt3 [definition, in Karatsuba.NArithEx.Psplit]
S
Sig [module, in Karatsuba.Order.DecidableOrder]Sig.A [axiom, in Karatsuba.Order.DecidableOrder]
Sig.le [axiom, in Karatsuba.Order.DecidableOrder]
Sig.le_antisym [axiom, in Karatsuba.Order.DecidableOrder]
Sig.le_refl [axiom, in Karatsuba.Order.DecidableOrder]
Sig.le_total [axiom, in Karatsuba.Order.DecidableOrder]
Sig.le_trans [axiom, in Karatsuba.Order.DecidableOrder]
T
TacticEx [library]Theory [module, in Karatsuba.Order.DecidableOrder]
Timing [library]
trans_simp [lemma, in Karatsuba.Order.ComparisonDecOrd]
ttTactic [constructor, in Karatsuba.common.Discharge]
U
unitTactic [inductive, in Karatsuba.common.Discharge]utf8 [library]
Z
Zmult [definition, in Karatsuba.Karatsuba.Zmult]Zmult [library]
ZmultCorrect [lemma, in Karatsuba.Karatsuba.Zmult]
Lemma Index
C
CompareDecOrd.le_antisym [in Karatsuba.Order.ComparisonDecOrd]CompareDecOrd.le_refl [in Karatsuba.Order.ComparisonDecOrd]
CompareDecOrd.le_total [in Karatsuba.Order.ComparisonDecOrd]
CompareDecOrd.le_trans [in Karatsuba.Order.ComparisonDecOrd]
compareLe [in Karatsuba.Order.Comparison]
compareLt [in Karatsuba.Order.Comparison]
D
DistributivityA.min_max_distr [in Karatsuba.Order.DecidableOrder]Dual.le_antisym [in Karatsuba.Order.DecidableOrder]
Dual.le_total [in Karatsuba.Order.DecidableOrder]
Dual.le_trans [in Karatsuba.Order.DecidableOrder]
E
eqMorphism [in Karatsuba.NArithEx.Pring]K
KaratsubaMultCorrect [in Karatsuba.Karatsuba.Karatsuba]KaratsubaMultCorrect1 [in Karatsuba.Karatsuba.Karatsuba]
M
Min.case_min [in Karatsuba.Order.DecidableOrder]Min.min_assoc [in Karatsuba.Order.DecidableOrder]
Min.min_glb [in Karatsuba.Order.DecidableOrder]
Min.min_left [in Karatsuba.Order.DecidableOrder]
Min.min_right [in Karatsuba.Order.DecidableOrder]
Min.min_sym [in Karatsuba.Order.DecidableOrder]
multMorphism [in Karatsuba.NArithEx.Pring]
N
natComparision.compare_antisym [in Karatsuba.ArithEx.Compare]natComparision.compare_refl [in Karatsuba.ArithEx.Compare]
natComparision.compare_trans [in Karatsuba.ArithEx.Compare]
Nminus_plus [in Karatsuba.NArithEx.Nminus]
NshiftExpand [in Karatsuba.NArithEx.Nshift]
Nshift2 [in Karatsuba.NArithEx.Nshift]
NsplitAtSum [in Karatsuba.NArithEx.Nsplit]
P
Pcompare_refl [in Karatsuba.NArithEx.BinPosEx]plusMorphism [in Karatsuba.NArithEx.Pring]
Pminus_plus [in Karatsuba.NArithEx.BinPosEx]
Pplus_bigger [in Karatsuba.NArithEx.BinPosEx]
PshiftExpand [in Karatsuba.NArithEx.Pshift]
Pshift1 [in Karatsuba.NArithEx.Pshift]
Pshift2 [in Karatsuba.NArithEx.Pshift]
Pshift3 [in Karatsuba.NArithEx.Pshift]
Psize1 [in Karatsuba.NArithEx.Psize]
PsplitAtFastCorrect [in Karatsuba.NArithEx.Psplit]
PsplitAtSum [in Karatsuba.NArithEx.Nsplit]
PsplitAt1 [in Karatsuba.NArithEx.Psplit]
T
trans_simp [in Karatsuba.Order.ComparisonDecOrd]Z
ZmultCorrect [in Karatsuba.Karatsuba.Zmult]Constructor Index
P
pairTactic [in Karatsuba.common.Discharge]T
ttTactic [in Karatsuba.common.Discharge]Inductive Index
P
prodTactic [in Karatsuba.common.Discharge]U
unitTactic [in Karatsuba.common.Discharge]Definition Index
A
A [in Karatsuba.Karatsuba.Timing]C
CompareDecOrd.A [in Karatsuba.Order.ComparisonDecOrd]CompareDecOrd.le [in Karatsuba.Order.ComparisonDecOrd]
comparisonGe [in Karatsuba.Order.Comparison]
comparisonGt [in Karatsuba.Order.Comparison]
comparisonLe [in Karatsuba.Order.Comparison]
comparisonLt [in Karatsuba.Order.Comparison]
D
DistributivityB.max_min_distr [in Karatsuba.Order.DecidableOrder]Dual.A [in Karatsuba.Order.DecidableOrder]
Dual.le [in Karatsuba.Order.DecidableOrder]
Dual.le_refl [in Karatsuba.Order.DecidableOrder]
K
KaratsubaMult [in Karatsuba.Karatsuba.Karatsuba]KaratsubaMultF [in Karatsuba.Karatsuba.Karatsuba]
KaratsubaStop [in Karatsuba.Karatsuba.Karatsuba]
M
Max.case_max [in Karatsuba.Order.DecidableOrder]Max.max [in Karatsuba.Order.DecidableOrder]
Max.max_assoc [in Karatsuba.Order.DecidableOrder]
Max.max_left [in Karatsuba.Order.DecidableOrder]
Max.max_lub [in Karatsuba.Order.DecidableOrder]
Max.max_right [in Karatsuba.Order.DecidableOrder]
Max.max_sym [in Karatsuba.Order.DecidableOrder]
Min.min [in Karatsuba.Order.DecidableOrder]
N
natComparision.A [in Karatsuba.ArithEx.Compare]natComparision.compare [in Karatsuba.ArithEx.Compare]
Nminus [in Karatsuba.NArithEx.Nminus]
Nshift [in Karatsuba.NArithEx.Nshift]
Nsize [in Karatsuba.NArithEx.Nsize]
NsplitAt [in Karatsuba.NArithEx.Nsplit]
P
Pow2 [in Karatsuba.NArithEx.Pshift]Pshift [in Karatsuba.NArithEx.Pshift]
Psize [in Karatsuba.NArithEx.Psize]
PsplitAt [in Karatsuba.NArithEx.Nsplit]
PsplitAt [in Karatsuba.NArithEx.Psplit]
PsplitAtFast [in Karatsuba.NArithEx.Psplit]
PsplitAt2 [in Karatsuba.NArithEx.Psplit]
PsplitAt3 [in Karatsuba.NArithEx.Psplit]
Z
Zmult [in Karatsuba.Karatsuba.Zmult]Module Index
C
CompareDecOrd [in Karatsuba.Order.ComparisonDecOrd]ComparisonSig [in Karatsuba.Order.ComparisonDecOrd]
D
Distributivity [in Karatsuba.Order.DecidableOrder]DistributivityA [in Karatsuba.Order.DecidableOrder]
DistributivityAOrd [in Karatsuba.Order.DecidableOrder]
DistributivityB [in Karatsuba.Order.DecidableOrder]
DistributivityBOrd [in Karatsuba.Order.DecidableOrder]
DistributivityOrd [in Karatsuba.Order.DecidableOrder]
Dual [in Karatsuba.Order.DecidableOrder]
DualDistrib [in Karatsuba.Order.DecidableOrder]
DualOrd [in Karatsuba.Order.DecidableOrder]
DualOrd [in Karatsuba.Order.DecidableOrder]
M
Max [in Karatsuba.Order.DecidableOrder]Max [in Karatsuba.Order.DecidableOrder]
MaxOrd [in Karatsuba.Order.DecidableOrder]
Min [in Karatsuba.Order.DecidableOrder]
MinMax [in Karatsuba.Order.DecidableOrder]
MinMaxOrd [in Karatsuba.Order.DecidableOrder]
MinMaxOrd [in Karatsuba.Order.DecidableOrder]
MinMaxOrd [in Karatsuba.Order.DecidableOrder]
MinOrd [in Karatsuba.Order.DecidableOrder]
N
natComparision [in Karatsuba.ArithEx.Compare]natDecOrd [in Karatsuba.ArithEx.Compare]
S
Sig [in Karatsuba.Order.DecidableOrder]T
Theory [in Karatsuba.Order.DecidableOrder]Axiom Index
C
ComparisonSig.A [in Karatsuba.Order.ComparisonDecOrd]ComparisonSig.compare [in Karatsuba.Order.ComparisonDecOrd]
ComparisonSig.compare_antisym [in Karatsuba.Order.ComparisonDecOrd]
ComparisonSig.compare_refl [in Karatsuba.Order.ComparisonDecOrd]
ComparisonSig.compare_trans [in Karatsuba.Order.ComparisonDecOrd]
S
Sig.A [in Karatsuba.Order.DecidableOrder]Sig.le [in Karatsuba.Order.DecidableOrder]
Sig.le_antisym [in Karatsuba.Order.DecidableOrder]
Sig.le_refl [in Karatsuba.Order.DecidableOrder]
Sig.le_total [in Karatsuba.Order.DecidableOrder]
Sig.le_trans [in Karatsuba.Order.DecidableOrder]
Library Index
B
BinPosExC
CoercionsCompare
Comparison
ComparisonDecOrd
D
DecidableOrderDischarge
K
KaratsubaN
NminusNshift
Nsize
Nsplit
P
PringPshift
Psize
Psplit
T
TacticExTiming
U
utf8Z
Zmult| Global Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | (138 entries) |
| Lemma Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | (41 entries) |
| Constructor Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | (2 entries) |
| Inductive Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | (2 entries) |
| Definition Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | (37 entries) |
| Module Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | (25 entries) |
| Axiom Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | (11 entries) |
| Library Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | (20 entries) |
