Global Index

G

H

J

K

P

Q

W

X

Y

_

(101 entries)

Notation Index

A

B

C

D

E

F

G

H

I

J

K

L

M

N

O

P

Q

R

S

T

U

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_

(7 entries)

Variable Index

A

B

C

D

F

G

H

I

J

K

L

M

N

O

P

Q

R

S

T

U

V

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X

Y

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_

other

(5 entries)

Library Index

B

D

F

G

H

I

J

K

L

M

O

P

Q

R

S

T

U

V

W

X

Y

Z

_

other

(5 entries)

Constructor Index

A

B

D

E

G

H

I

J

K

L

M

P

Q

W

X

Y

_

other

(12 entries)

Lemma Index

B

C

E

F

G

H

I

J

K

L

M

N

O

P

Q

R

S

T

U

V

W

X

Y

Z

_

other

(2 entries)

Inductive Index

A

C

D

G

H

J

K

M

O

P

Q

R

S

U

W

X

Y

Z

_

other

(8 entries)

Section Index

A

B

D

F

G

H

I

J

K

L

M

N

O

P

Q

R

S

T

U

V

W

X

Y

Z

_

other

(2 entries)

Definition Index

D

G

H

J

K

O

P

Q

R

W

X

Y

Z

_

other

(60 entries)

Global Index

A

A [library]
abc [lemma, in MyTheory.elpi_exploration]
add [definition, in MyTheory.nat_example]
adef [definition, in MyTheory.elpi_exploration]

B

bool [inductive, in MyTheory.nat_example]
bool [definition, in MyTheory.A]
bool_induction [definition, in MyTheory.nat_example]
bool_sind [definition, in MyTheory.nat_example]
bool_rec [definition, in MyTheory.nat_example]
bool_ind [definition, in MyTheory.nat_example]
bool_rect [definition, in MyTheory.nat_example]

C

classical [section, in MyTheory.A]
concat [definition, in MyTheory.nat_example]
concatenate [definition, in MyTheory.nat_example]
cons [constructor, in MyTheory.nat_example]
core [library]

D

double_negation [lemma, in MyTheory.A]

E

elpi_exploration [library]
eq [inductive, in MyTheory.eq_example]
eq_trans [definition, in MyTheory.eq_example]
eq_sym [definition, in MyTheory.eq_example]
eq_refl [definition, in MyTheory.eq_example]
eq_sind [definition, in MyTheory.eq_example]
eq_rec [definition, in MyTheory.eq_example]
eq_ind [definition, in MyTheory.eq_example]
eq_rect [definition, in MyTheory.eq_example]
eq_example [library]
Example_rewrite3.sym [variable, in MyTheory.elpi_exploration]
Example_rewrite3.add [variable, in MyTheory.elpi_exploration]
Example_rewrite3.C [variable, in MyTheory.elpi_exploration]
Example_rewrite3.B [variable, in MyTheory.elpi_exploration]
Example_rewrite3.A [variable, in MyTheory.elpi_exploration]
Example_rewrite3 [section, in MyTheory.elpi_exploration]
explosion_principle [definition, in MyTheory.eq_example]

F

False [inductive, in MyTheory.eq_example]
False_sind [definition, in MyTheory.eq_example]
False_rec [definition, in MyTheory.eq_example]
False_ind [definition, in MyTheory.eq_example]
False_rect [definition, in MyTheory.eq_example]
ff [constructor, in MyTheory.nat_example]
fmap [definition, in MyTheory.eq_example]

I

is_even_sind [definition, in MyTheory.nat_example]
is_even_rec [definition, in MyTheory.nat_example]
is_even_ind [definition, in MyTheory.nat_example]
is_even_rect [definition, in MyTheory.nat_example]
is_even [inductive, in MyTheory.nat_example]
is_zero [definition, in MyTheory.nat_example]

L

length [definition, in MyTheory.nat_example]
list [inductive, in MyTheory.nat_example]
list_sind [definition, in MyTheory.nat_example]
list_rec [definition, in MyTheory.nat_example]
list_ind [definition, in MyTheory.nat_example]
list_rect [definition, in MyTheory.nat_example]

M

mydef [definition, in MyTheory.A]

N

nat [inductive, in MyTheory.nat_example]
nat_induction [definition, in MyTheory.nat_example]
nat_sind [definition, in MyTheory.nat_example]
nat_rec [definition, in MyTheory.nat_example]
nat_ind [definition, in MyTheory.nat_example]
nat_rect [definition, in MyTheory.nat_example]
nat_example [library]
negb [definition, in MyTheory.nat_example]
nil [constructor, in MyTheory.nat_example]

O

O [constructor, in MyTheory.nat_example]

R

refl [constructor, in MyTheory.eq_example]

S

S [constructor, in MyTheory.nat_example]
ss_is_even [constructor, in MyTheory.nat_example]
sum_even' [definition, in MyTheory.nat_example]
sum_even [definition, in MyTheory.nat_example]

T

True [inductive, in MyTheory.eq_example]
true_is_not_false' [definition, in MyTheory.eq_example]
true_is_not_false [definition, in MyTheory.eq_example]
True_sind [definition, in MyTheory.eq_example]
True_rec [definition, in MyTheory.eq_example]
True_ind [definition, in MyTheory.eq_example]
True_rect [definition, in MyTheory.eq_example]
tt [constructor, in MyTheory.nat_example]

U

unit [constructor, in MyTheory.eq_example]
Unnamed_thm [definition, in MyTheory.elpi_exploration]
Unnamed_thm [definition, in MyTheory.elpi_exploration]
Unnamed_thm [definition, in MyTheory.elpi_exploration]
Unnamed_thm [definition, in MyTheory.elpi_exploration]
Unnamed_thm [definition, in MyTheory.elpi_exploration]
Unnamed_thm [definition, in MyTheory.elpi_exploration]
Unnamed_thm [definition, in MyTheory.elpi_exploration]

V

vconcat [definition, in MyTheory.nat_example]
vcons [constructor, in MyTheory.nat_example]
vector [inductive, in MyTheory.nat_example]
vector_sind [definition, in MyTheory.nat_example]
vector_rec [definition, in MyTheory.nat_example]
vector_ind [definition, in MyTheory.nat_example]
vector_rect [definition, in MyTheory.nat_example]
vnil [constructor, in MyTheory.nat_example]

Z

z_is_even [constructor, in MyTheory.nat_example]

other

_ :: _ [notation, in MyTheory.nat_example]
_ + _ [notation, in MyTheory.nat_example]
_ -> _ [notation, in MyTheory.core]
0 [notation, in MyTheory.nat_example]
1 [notation, in MyTheory.nat_example]
2 [notation, in MyTheory.nat_example]
[] [notation, in MyTheory.nat_example]

Notation Index

other

_ :: _ [in MyTheory.nat_example]
_ + _ [in MyTheory.nat_example]
_ -> _ [in MyTheory.core]
0 [in MyTheory.nat_example]
1 [in MyTheory.nat_example]
2 [in MyTheory.nat_example]
[] [in MyTheory.nat_example]

Variable Index

E

Example_rewrite3.sym [in MyTheory.elpi_exploration]
Example_rewrite3.add [in MyTheory.elpi_exploration]
Example_rewrite3.C [in MyTheory.elpi_exploration]
Example_rewrite3.B [in MyTheory.elpi_exploration]
Example_rewrite3.A [in MyTheory.elpi_exploration]

Library Index

A

A

C

core

E

elpi_exploration
eq_example

N

Constructor Index

C

cons [in MyTheory.nat_example]

F

ff [in MyTheory.nat_example]

N

nil [in MyTheory.nat_example]

O

O [in MyTheory.nat_example]

R

refl [in MyTheory.eq_example]

S

S [in MyTheory.nat_example]
ss_is_even [in MyTheory.nat_example]

T

tt [in MyTheory.nat_example]

U

unit [in MyTheory.eq_example]

V

vcons [in MyTheory.nat_example]
vnil [in MyTheory.nat_example]

Z

z_is_even [in MyTheory.nat_example]

Lemma Index

A

abc [in MyTheory.elpi_exploration]

D

double_negation [in MyTheory.A]

Inductive Index

B

bool [in MyTheory.nat_example]

E

eq [in MyTheory.eq_example]

F

False [in MyTheory.eq_example]

I

is_even [in MyTheory.nat_example]

L

list [in MyTheory.nat_example]

N

nat [in MyTheory.nat_example]

T

True [in MyTheory.eq_example]

V

vector [in MyTheory.nat_example]

Section Index

C

classical [in MyTheory.A]

E

Example_rewrite3 [in MyTheory.elpi_exploration]

Definition Index

A

add [in MyTheory.nat_example]
adef [in MyTheory.elpi_exploration]

B

bool [in MyTheory.A]
bool_induction [in MyTheory.nat_example]
bool_sind [in MyTheory.nat_example]
bool_rec [in MyTheory.nat_example]
bool_ind [in MyTheory.nat_example]
bool_rect [in MyTheory.nat_example]

C

concat [in MyTheory.nat_example]
concatenate [in MyTheory.nat_example]

E

eq_trans [in MyTheory.eq_example]
eq_sym [in MyTheory.eq_example]
eq_refl [in MyTheory.eq_example]
eq_sind [in MyTheory.eq_example]
eq_rec [in MyTheory.eq_example]
eq_ind [in MyTheory.eq_example]
eq_rect [in MyTheory.eq_example]
explosion_principle [in MyTheory.eq_example]

F

False_sind [in MyTheory.eq_example]
False_rec [in MyTheory.eq_example]
False_ind [in MyTheory.eq_example]
False_rect [in MyTheory.eq_example]
fmap [in MyTheory.eq_example]

I

is_even_sind [in MyTheory.nat_example]
is_even_rec [in MyTheory.nat_example]
is_even_ind [in MyTheory.nat_example]
is_even_rect [in MyTheory.nat_example]
is_zero [in MyTheory.nat_example]

L

length [in MyTheory.nat_example]
list_sind [in MyTheory.nat_example]
list_rec [in MyTheory.nat_example]
list_ind [in MyTheory.nat_example]
list_rect [in MyTheory.nat_example]

M

mydef [in MyTheory.A]

N

nat_induction [in MyTheory.nat_example]
nat_sind [in MyTheory.nat_example]
nat_rec [in MyTheory.nat_example]
nat_ind [in MyTheory.nat_example]
nat_rect [in MyTheory.nat_example]
negb [in MyTheory.nat_example]

S

sum_even' [in MyTheory.nat_example]
sum_even [in MyTheory.nat_example]

T

true_is_not_false' [in MyTheory.eq_example]
true_is_not_false [in MyTheory.eq_example]
True_sind [in MyTheory.eq_example]
True_rec [in MyTheory.eq_example]
True_ind [in MyTheory.eq_example]
True_rect [in MyTheory.eq_example]

U

Unnamed_thm [in MyTheory.elpi_exploration]
Unnamed_thm [in MyTheory.elpi_exploration]
Unnamed_thm [in MyTheory.elpi_exploration]
Unnamed_thm [in MyTheory.elpi_exploration]
Unnamed_thm [in MyTheory.elpi_exploration]
Unnamed_thm [in MyTheory.elpi_exploration]
Unnamed_thm [in MyTheory.elpi_exploration]

V

vconcat [in MyTheory.nat_example]
vector_sind [in MyTheory.nat_example]
vector_rec [in MyTheory.nat_example]
vector_ind [in MyTheory.nat_example]
vector_rect [in MyTheory.nat_example]

Global Index

G

H

J

K

P

Q

W

X

Y

_

(101 entries)

Notation 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

_

(7 entries)

Variable Index

A

B

C

D

F

G

H

I

J

K

L

M

N

O

P

Q

R

S

T

U

V

W

X

Y

Z

_

other

(5 entries)

Library Index

B

D

F

G

H

I

J

K

L

M

O

P

Q

R

S

T

U

V

W

X

Y

Z

_

other

(5 entries)

Constructor Index

A

B

D

E

G

H

I

J

K

L

M

P

Q

W

X

Y

_

other

(12 entries)

Lemma Index

B

C

E

F

G

H

I

J

K

L

M

N

O

P

Q

R

S

T

U

V

W

X

Y

Z

_

other

(2 entries)

Inductive Index

A

C

D

G

H

J

K

M

O

P

Q

R

S

U

W

X

Y

Z

_

other

(8 entries)

Section Index

A

B

D

F

G

H

I

J

K

L

M

N

O

P

Q

R

S

T

U

V

W

X

Y

Z

_

other

(2 entries)

Definition Index

D

G

H

J

K

O

P

Q

R

W

X

Y

Z

_

other

(60 entries)

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