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Changes On Branch pt-peg_op-tests-ssoberni
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Changes In Branch pt-peg_op-tests-ssoberni Excluding Merge-Ins

This is equivalent to a diff from 4bbe140a79 to ddc56e2d2e

2018-09-24
18:12
Merged Stefan's work on pt::peg::op (dechain fixes, extended tests) check-in: cce0d233e5 user: andreask tags: pooryorick
18:11
<B,T,I> pt::peg::op - Version bump Closed-Leaf check-in: ddc56e2d2e user: andreask tags: pt-peg_op-tests-ssoberni
2018-09-22
22:06
* pt_peg_op.tcl, pt_peg_op.tests: Added copyright note check-in: 60adafcaa4 user: ssoberni tags: pt-peg_op-tests-ssoberni
2018-07-19
19:31
Change the criterium for detecting if two circles touch - use the mean of the two radii check-in: 6124e077a8 user: arjenmarkus tags: trunk
2018-07-16
09:25
Create new branch named "pt-peg_op-tests-ssoberni" check-in: 9b2222e1ad user: ssoberni tags: pt-peg_op-tests-ssoberni
2018-07-09
21:41
ldap/ldapx <EF> Tkt [60160205fe] Extensions to the TLS handling of ldap(x) enabling the specification of all TLS options instead of the limited set we had before. check-in: 337c7e5654 user: andreask tags: ldap-60160205fe-tls
21:27
pt::peg::op `drop unrealizable` more conservative, ignore unreachable symbols as realizable. Tests pass. check-in: 4bbe140a79 user: andreask tags: trunk
21:17
Tkt [351b8b2f55]. Work branch integrated. check-in: 3720e40747 user: andreask tags: trunk

Changes to modules/pt/pkgIndex.tcl.

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package ifneeded pt::pe        1.0.2 [list source [file join $dir pt_pexpression.tcl]]
package ifneeded pt::pe::op    1.0.1 [list source [file join $dir pt_pexpr_op.tcl]]

# Parsing Expression Grammar support.
package ifneeded pt::peg                1 [list source [file join $dir pt_pegrammar.tcl]]
package ifneeded pt::peg::container     1 [list source [file join $dir pt_peg_container.tcl]]
package ifneeded pt::peg::interp    1.0.1 [list source [file join $dir pt_peg_interp.tcl]]
package ifneeded pt::peg::op        1.0.2 [list source [file join $dir pt_peg_op.tcl]]
package ifneeded pt::parse::peg     1.0.1 [list source [file join $dir pt_parse_peg.tcl]]


# Export/import managers. Assumes an untrusted environment.
package ifneeded pt::peg::export            1 [list source [file join $dir pt_peg_export.tcl]]
package ifneeded pt::peg::import            1 [list source [file join $dir pt_peg_import.tcl]]








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package ifneeded pt::pe        1.0.2 [list source [file join $dir pt_pexpression.tcl]]
package ifneeded pt::pe::op    1.0.1 [list source [file join $dir pt_pexpr_op.tcl]]

# Parsing Expression Grammar support.
package ifneeded pt::peg                1 [list source [file join $dir pt_pegrammar.tcl]]
package ifneeded pt::peg::container     1 [list source [file join $dir pt_peg_container.tcl]]
package ifneeded pt::peg::interp    1.0.1 [list source [file join $dir pt_peg_interp.tcl]]
package ifneeded pt::peg::op        1.1.0 [list source [file join $dir pt_peg_op.tcl]]
package ifneeded pt::parse::peg     1.0.1 [list source [file join $dir pt_parse_peg.tcl]]


# Export/import managers. Assumes an untrusted environment.
package ifneeded pt::peg::export            1 [list source [file join $dir pt_peg_export.tcl]]
package ifneeded pt::peg::import            1 [list source [file join $dir pt_peg_import.tcl]]

Changes to modules/pt/pt_peg_op.man.

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[comment {-*- text -*- doctools manpage}]
[vset VERSION 1.0.2]
[manpage_begin pt_peg_op i [vset VERSION]]
[include include/module.inc]
[titledesc {Parser Tools PE Grammar Utility Operations}]
[require pt::peg::op [opt [vset VERSION]]]
[description]
[include include/ref_intro.inc]


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[comment {-*- text -*- doctools manpage}]
[vset VERSION 1.1.0]
[manpage_begin pt_peg_op i [vset VERSION]]
[include include/module.inc]
[titledesc {Parser Tools PE Grammar Utility Operations}]
[require pt::peg::op [opt [vset VERSION]]]
[description]
[include include/ref_intro.inc]

Changes to modules/pt/pt_peg_op.tcl.

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# -*- tcl -*-
# Copyright (c) 2009-2018 Andreas Kupries <[email protected]>


# Utility commands operating on parsing expressions.

# # ## ### ##### ######## ############# #####################
## Requirements

package require Tcl 8.5        ; # Required runtime.
package require pt::pe         ; # PE basics
package require pt::pe::op     ; # PE transforms
package require struct::set    ; # Set operations (symbol sets)

# # ## ### ##### ######## ############# #####################
##

namespace eval ::pt::peg::op {
    namespace export \
	flatten called reachable realizable \
	dechain drop modeopt minimize

    namespace ensemble create

    namespace eval ::pt::peg::op::drop {
	namespace export \
	    unreachable unrealizable



>

















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# -*- tcl -*-
# Copyright (c) 2009-2018 Andreas Kupries <[email protected]>
# Copyright (c) 2018 Stefan Sobernig <[email protected]>

# Utility commands operating on parsing expressions.

# # ## ### ##### ######## ############# #####################
## Requirements

package require Tcl 8.5        ; # Required runtime.
package require pt::pe         ; # PE basics
package require pt::pe::op     ; # PE transforms
package require struct::set    ; # Set operations (symbol sets)

# # ## ### ##### ######## ############# #####################
##

namespace eval ::pt::peg::op {
    namespace export \
	flatten called reachable realizable \
	drop modeopt minimize dechain

    namespace ensemble create

    namespace eval ::pt::peg::op::drop {
	namespace export \
	    unreachable unrealizable

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    }

    return $dict
}

proc ::pt::peg::op::dechain {container} {

    # Simplify all symbols which just chain to a different symbol by
    # inlining the called symbol in its callers. This works if and
    # only the modes match properly.

    # X     Z      dechain notes
    # value value| yes    | value is passed
    # value leaf | yes    | value is passed
    # value void | yes    | X is implied void
    # leaf  value| no     | generated value was discarded, inlined doesn't. Z may be implied void
    # leaf  leaf | no     | s.a.
    # leaf  void | no     | s.a.
    # void  value| no     | X drops value, inline doesn't
    # void  leaf | no     | s.a.
    # void  void | yes    |

    array set caller [Invert [called $container]]
    # caller = array (x -> list(caller-of-x))
    array set mode [$container modes]
    # mode = array (x -> mode-of-x)

    set changed 1
    while {$changed} {




	set changed 0
	foreach {symbol rule} [$container rules] {
	    # Ignore regular operators and terminals

	    if {[lindex $rule 0] ne "n"} continue
	    set called [lindex $rule 1]

	    # Ignore chains where mode changes form a barrier.
	    if {

		($mode($symbol) ne "value") &&
		(($mode($symbol) ne "void") ||
		 ($mode($called) ne "void"))


	    } continue

	    # We have the chain symbol -> called.


	    # Replace all users of 'symbol' with 'called'



	    foreach user $caller($symbol) {
		$container rule $user \


		    [pt::pe::op rename $symbol $called \
			 [$container rule $user]]

	    }



	    set changed 1
	    array set caller [Invert [called $container]]
	}
    }



    return
}

# # ## ### ##### ######## #############

proc ::pt::peg::op::modeopt {container} {








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    }

    return $dict
}

proc ::pt::peg::op::dechain {container} {





















    set changed 1
    while {$changed} {
	
	set chainPairs [dict create]
	set rules [$container rules]
	array set modes [$container modes]
	set changed 0
	foreach {caller rule} $rules {

	    lassign $rule op called
	    if {$op ne "n"} continue
	    dict set chainPairs $called $caller
	}

	set ends [struct::set difference \
			[dict keys $chainPairs] \
			[dict values $chainPairs]]


	if {[struct::set empty $ends]} {
	    # stop, given a cycle
	    break
	}

	set chainPairs [dict remove $chainPairs {*}$ends]
	set changed [dict size $chainPairs]
	
	if {$changed} {
	    
	    dict for {called caller} $chainPairs {

		if {$called in [$container nonterminals]
		    && !(($modes($caller) ne "value") &&
		    (($modes($caller) ne "void") ||
		     ![info exists modes($called)] ||

		     ($modes($called) ne "void")))} {
		    
       		    $container rule $caller [$container rule $called]
		    
		} else {
		    incr changed -1

		}
	    }
	}
    }
    
    return
}

# # ## ### ##### ######## #############

proc ::pt::peg::op::modeopt {container} {

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	    }

	    # Rule 2
	    set callmode [CallMode $caller($sym) mode]
	    if {($callmode eq "void") &&
		($mode($sym) ne "void")} {

puts (2)$sym
		set mode($sym) void

		# This change may change calling context and this call
		# mode of the symbols we call, so put them back up for
		# consideration.
		struct::set add changed $calls($sym)
	    }







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	    }

	    # Rule 2
	    set callmode [CallMode $caller($sym) mode]
	    if {($callmode eq "void") &&
		($mode($sym) ne "void")} {

		#puts (2)$sym
		set mode($sym) void

		# This change may change calling context and this call
		# mode of the symbols we call, so put them back up for
		# consideration.
		struct::set add changed $calls($sym)
	    }
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    }
}

# # ## ### ##### ######## #############

proc ::pt::peg::op::minimize {container} {
    flatten           $container


    drop unrealizable $container
    drop unreachable  $container
    flatten           $container
    modeopt           $container
    dechain           $container
    return
}

# # ## ### ##### ######## #############

proc ::pt::peg::op::reachable {container} {








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    }
}

# # ## ### ##### ######## #############

proc ::pt::peg::op::minimize {container} {
    flatten           $container
    modeopt           $container; # for dechaining
    dechain           $container
    drop unrealizable $container
    drop unreachable  $container

    modeopt           $container;
    flatten           $container
    return
}

# # ## ### ##### ######## #############

proc ::pt::peg::op::reachable {container} {

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## State / Configuration :: n/a

namespace eval ::pt::peg::op {}

# # ## ### ##### ######## ############# #####################
## Ready

package provide pt::peg::op 1.0.2
return







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## State / Configuration :: n/a

namespace eval ::pt::peg::op {}

# # ## ### ##### ######## ############# #####################
## Ready

package provide pt::peg::op 1.1.0
return

Changes to modules/pt/tests/pt_peg_op.tests.

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# -*- tcl -*-
# Testsuite for pt::peg::op.


# [ok] drop unreachable
# [ok] drop unrealizable
# [ok] flatten
# [ok] minimize

# TODO
# [..] called
# [..] dechain
# [..] modeopt
# [..] reachable
# [..] realizable

# -------------------------------------------------------------------------
# Basic syntax

foreach op {
    called
    dechain


>





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# -*- tcl -*-
# Testsuite for pt::peg::op.
# Copyright (c) 2018 Stefan Sobernig <[email protected]>

# [ok] drop unreachable
# [ok] drop unrealizable
# [ok] flatten
# [ok] minimize
# [ok] called
# [ok] realizable
# [ok] reachable
# [ok] dechain
# [ok] modeopt



# -------------------------------------------------------------------------
# Basic syntax

foreach op {
    called
    dechain
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proc TestTransformation {op data setImpl} {
    # Convert operation and data table into series of test cases
    set debug 0
    # Note, the `op` changes the container (here ::In) in-place.
    append bodyScript [list {*}::pt::peg::op::$op ::In] \;
    if {$debug} {
	append bodyScript "puts stderr \[::In       serialize\]" \;
	append bodyScript "puts stderr \[::Expected serialize\]" \;
    }
    # After the op, when all is well, the content of ::In should be
    # the same as ::Expected.
    append bodyScript "pt::peg equal \[::In serialize\] \[::Expected serialize\]" \;
    set n 1
    foreach {inStart inRulesSet outStart outRulesSet} [sl $data] {
	set testLabel "pt-peg-op-set:${setImpl}-[join $op -]-$n"
	if {$debug} {
	    puts stderr >>>>$testLabel<<<<
	}
	test $testLabel "OP '$op' vs. expected" -setup {
	    pt::peg::container ::In       deserialize [g $inStart  $inRulesSet]
	    pt::peg::container ::Expected deserialize [g $outStart $outRulesSet]
	} -body $bodyScript -result 1 -cleanup {
	    ::In       destroy
	    ::Expected destroy
	}
	incr n
    }
}










































# -------------------------------------------------------------------------
# op: flatten

TestTransformation flatten {
    # --- stays as-is #1
    epsilon {}







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proc TestTransformation {op data setImpl} {
    # Convert operation and data table into series of test cases
    set debug 0
    # Note, the `op` changes the container (here ::In) in-place.
    append bodyScript [list {*}::pt::peg::op::$op ::In] \;
    if {$debug} {
	append bodyScript "puts stderr \"ASIS \[::In       serialize\]\"" \;
	append bodyScript "puts stderr \"TOBE \[::Expected serialize\]\"" \;
    }
    # After the op, when all is well, the content of ::In should be
    # the same as ::Expected.
    append bodyScript "pt::peg equal \[::In serialize\] \[::Expected serialize\]" \;
    set n 1
    foreach {inStart inRulesSet outStart outRulesSet} [sl $data] {
	set testLabel "pt-peg-op-set:${setImpl}-[join $op -]-$n"
	if {$debug} {
	    puts stderr >>>>$testLabel<<<<
	}
	test $testLabel "OP '$op' vs. expected" -setup {
	    pt::peg::container ::In       deserialize [g $inStart  $inRulesSet]
	    pt::peg::container ::Expected deserialize [g $outStart $outRulesSet]
	} -body $bodyScript -result 1 -cleanup {
	    ::In       destroy
	    ::Expected destroy
	}
	incr n
    }
}

# -------------------------------------------------------------------------
# op: called

set n 0
foreach {inStart inRulesSet expectedSym} [sl {
    # --- 
    epsilon {}
    {{} {}}
    # ---
    {n S} {
	S {is {x {t A} {* {n SYM}} {t B} {n OTHER} {n SYM}} mode value}
	A {is {n A} mode value}
    }
    {{} S A A S {SYM OTHER}}
    # --- 
    {n S} {
	S {is {x {t A} {t B}} mode value}
	A {is {t a} mode value}
	B {is {t b} mode value}
    }
    {{} S A {} B {} S {}}
    # --- 
    {n S} {
	S {is {epsilon} mode value}
    }
    {{} S S {}}
}] {
    test pt-peg-op-set:${setimpl}-called.$n {op called} -setup {
	pt::peg::container ::In       deserialize [g $inStart  $inRulesSet]
    } -body {
	set r [pt::peg::op called ::In]
	dict filter $r script {key val} {
	    ::tcl::mathop::in $key [lsort [dict keys $r]]
	}
    } -cleanup {
	::In destroy
    } -result $expectedSym
    incr n
}
unset n

# -------------------------------------------------------------------------
# op: flatten

TestTransformation flatten {
    # --- stays as-is #1
    epsilon {}
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	A {is {n A} mode value}
    }
    {n S} {
	S {is {/ {n A} {n A} {n A}} mode value}
	A {is {n A} mode value}
    }
} $setimpl















































































# -------------------------------------------------------------------------
# op: drop unrealizable

TestTransformation "drop unrealizable" {
    # (1) stays as-is
    epsilon {}







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	A {is {n A} mode value}
    }
    {n S} {
	S {is {/ {n A} {n A} {n A}} mode value}
	A {is {n A} mode value}
    }
} $setimpl


# -------------------------------------------------------------------------
# op: realizable

set n 0
foreach {inStart inRulesSet expectedSym} [sl {
    # --- just start expression
    epsilon {}
    {{}}
    # -- all realizable, incl. start expression
    {n S} {
	S {is {n X} mode value}
	X {is {t x} mode leaf}
    }
    {{} S X}
    # -- not even start expression
    {n S} {
	S {is {n X} mode value}
	X {is {n X} mode value}
    }
    {}
    # -- not even start expression
    {n S} {
	S {is {n X} mode value}
	X {is {n X} mode value}
    }
    {}
    # -- X is unrealizable
    {n S} {
	S {is {? {n X}} mode value}
	X {is {n X} mode value}
    }
    {{} S}
    # -- X is unrealizable
    {n S} {
	S {is {/ {n X} {t y}} mode value}
	X {is {n X} mode value}
    }
    {{} S}
    # --  X <- 'A' 'B' X / 'C' X 'A'; X is unrealizable
    {n S} {
	S {is {/ {n X} {t y}} mode value}
	X {is {/ {x {t A} {t B} {n X}} {x {t C} {n X} {t A}}} mode value}
    }
    {{} S}
    # --  X <- 'A' 'B' X / 'C' X 'A' / 'x'; X *is* realizable
    {n S} {
	S {is {/ {n X} {t y}} mode value}
	X {is {/ {x {t A} {t B} {n X}} {x {t C} {n X} {t A}} {t x}} mode value}
    }
    {{} S X}
    # -- E is unrealizable
    {n S} {
	S {is {/ {x {n B} {t b}} {x {n C} {t c}} {x {n E} {t e}}} mode value}
	B {is {/ {x {n B} {t b}} {t b}} mode value}
	C {is {/ {x {n C} {t c}} {t c}} mode value}
	E {is {x {n E} {t e}} mode value}
    }
    {{} B C S}
    # -- S remains realizable (*)
    {n S} {
	S {is {* {n X}} mode value}
	X {is {n X} mode value}
    }
    {{} S}
}] {
    test pt-peg-op-set:${setimpl}-realizable.$n {op realizable} -setup {
	pt::peg::container ::In deserialize [g $inStart  $inRulesSet]
    } -body {
	lsort [pt::peg::op realizable ::In]
    } -cleanup {
	::In destroy
    } -result $expectedSym
    incr n
}
unset n


# -------------------------------------------------------------------------
# op: drop unrealizable

TestTransformation "drop unrealizable" {
    # (1) stays as-is
    epsilon {}
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	X {is {n X} mode value}
    }
    {n S} {
	S {is {/ {t y}} mode value}
    }
} $setimpl


# -------------------------------------------------------------------------




































# op: drop unrealizable

TestTransformation "drop unreachable" {
    # (1) stays as-is
    epsilon {}
    epsilon {}
    # S <-- a; A <-- a ==> S <-- a (A not reachable, dropped)
    {n S} {







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	X {is {n X} mode value}
    }
    {n S} {
	S {is {/ {t y}} mode value}
    }
} $setimpl


# -------------------------------------------------------------------------
# op: reachable

set n 0
foreach {inStart inRulesSet expectedSym} [sl {
    # --- none
    epsilon {}
    {}
    # -- D is not reachable
    {n S} {
	S {is {/ {x {n B} {t b}} {x {n C} {t c}} {x {n E} {t e}}} mode value}
	B {is {/ {x {n B} {t b}} {t b}} mode value}
	C {is {/ {x {n C} {t c}} {t c}} mode value}
	D {is {/ {x {n B} {t d}} {x {n C} {t d}} {t d}} mode value}
	E {is {x {n E} {t e}} mode value}
    }
    {B C E S}
    # -- all reachable
    {n S} {
     	S {is {/ {x {n A} {n B}} {t a}} mode value}
     	A {is {x {t a} {n A}} mode value}
	B {is {t a} mode leaf}
    }
    {A B S}
}] {
    test pt-peg-op-set:${setimpl}-reachable.$n {op reachable} -setup {
	pt::peg::container ::In deserialize [g $inStart  $inRulesSet]
    } -body {
	lsort [pt::peg::op reachable ::In]
    } -cleanup {
	::In destroy
    } -result $expectedSym
    incr n
}
unset n

# -------------------------------------------------------------------------
# op: drop unreachable

TestTransformation "drop unreachable" {
    # (1) stays as-is
    epsilon {}
    epsilon {}
    # S <-- a; A <-- a ==> S <-- a (A not reachable, dropped)
    {n S} {
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     	A {is {n B} mode void}
     	B {is {t a} mode void}
    }
    {n S} {
     	S {is {t a} mode leaf}
    }
} $setimpl


















































































































































































































































































































































































































































# -------------------------------------------------------------------------
# op: minimize

TestTransformation minimize {
    # --- stays as-is
    epsilon {}







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     	A {is {n B} mode void}
     	B {is {t a} mode void}
    }
    {n S} {
     	S {is {t a} mode leaf}
    }
} $setimpl

# -------------------------------------------------------------------------
# op: dechain

TestTransformation dechain {
    # --- stays as-is
    epsilon {}
    epsilon {}
    {n S} {
    	S {is {x {n A} {t s}} mode value}
	A {is {n B} mode value}
	B {is {t b} mode value}
    }
    {n S} {
    	S {is {x {n A} {t s}} mode value}
	A {is {n B} mode value}
	B {is {t b} mode value}
    }
    # --- basic chain:  A <- B <- C (leaf) <- c |> A <- C (leaf) <- c
    {n S} {
    	S {is {x {n A} {t s}} mode value}
	A {is {n B} mode value}
	B {is {n C} mode value}
	C {is {t c} mode value}
    }
    {n S} {
    	S {is {x {n A} {t s}} mode value}
	A {is {n C} mode value}
	B {is {n C} mode value}
	C {is {t c} mode value}
    }
    # --- longer chain
    {n S} {
    	S {is {x {n A} {t s}} mode value}
	E {is {t e} mode leaf}
	A {is {n B} mode value}
	D {is {n E} mode value}
	B {is {n C} mode value}
	C {is {n D} mode value}
    }
    {n S} {
    	S {is {x {n A} {t s}} mode value}
	A {is {n E} mode value}
	B {is {n D} mode value}
	C {is {n E} mode value}
	D {is {n E} mode value}
	E {is {t e} mode leaf}
    }
    # --- basic cycle:  A <- B <- A
    {n S} {
    	S {is {x {n A} {t s}} mode value}
	A {is {n B} mode value}
	B {is {n A} mode value}
    }
    {n S} {
    	S {is {x {n A} {t s}} mode value}
	A {is {n B} mode value}
	B {is {n A} mode value}
    }
    # --- basic (indirect) cycle:  A <- B <- C <- A
    {n S} {
    	S {is {x {n A} {t s}} mode value}
	A {is {n B} mode value}
	B {is {n C} mode value}
	C {is {n A} mode value}
    }
    {n S} {
    	S {is {x {n A} {t s}} mode value}
	A {is {n B} mode value}
	B {is {n C} mode value}
	C {is {n A} mode value}
    }
    # --- basic chain plus renaming for self-recursive leaves
    {n S} {
    	S {is {x {n A} {t s}} mode value}
	A {is {n B} mode value}
	B {is {n C} mode value}
	C {is {x {n C} {t c}} mode value}
    }
    {n S} {
    	S {is {x {n A} {t s}} mode value}
	A {is {n C} mode value}
	B {is {n C} mode value}
	C {is {x {n C} {t c}} mode value}
    }
    # {n S} {
    # 	S {is {x {n A} {t s}} mode value}
    # 	A {is {x {n A} {t c}} mode value}
    # 	B {is {x {n B} {t c}} mode value}
    # 	C {is {x {n C} {t c}} mode value}
    # }
    # --- start expression: {} <- Z <- S <- s |> {} <- Z <- s
    {n Z} {
	Z {is {n S} mode value}
    	S {is {t s} mode value}
    }
    {n Z} {
	Z {is {n S} mode value}
    	S {is {t s} mode value}
    }
    # --- TODO: start expression: {} <- Z <- S (leaf) <- s |> {} <- S <- s
    # {n Z} {
    # 	Z {is {n S} mode value}
    # 	S {is {t s} mode value}
    # }
    # {n S} {
    # 	S {is {t s} mode value}
    # }
    # --- broken chain #1 (undefined leaves?)
    {n S} {
    	S {is {x {n A} {t s}} mode value}
	A {is {n B} mode value}
    }
    {n S} {
	S {is {x {n A} {t s}} mode value}
	A {is {n B} mode value}
    }
    # --- broken chain #2 (undefined leaves?)
    {n S} {
    	S {is {x {n A} {t s}} mode value}
	A {is {n B} mode value}
	B {is {n C} mode value}
    }
    {n S} {
	S {is {x {n A} {t s}} mode value}
	A {is {n C} mode value}
	B {is {n C} mode value}
    }
    # --- intermittents
    {n S} {
    	S {is {x {n A} {t s}} mode value}
	A {is {n B} mode value}
	B {is {n C} mode value}
	C {is {x {n X} {t c}} mode value}
	X {is {n Y} mode value}
	Y {is {n Z} mode value}
	Z {is {x {n Z} {t z}} mode value}
    }
    {n S} {
    	S {is {x {n A} {t s}} mode value}
	A {is {n C} mode value}
	B {is {n C} mode value}
	C {is {x {n X} {t c}} mode value}
	X {is {n Z} mode value}
	Y {is {n Z} mode value}
	Z {is {x {n Z} {t z}} mode value}
    }
    # {n S} {
    # 	S {is {x {n A} {t s}} mode value}
    # 	A {is {x {n X} {t c}} mode value}
    # 	B {is {x {n X} {t c}} mode value}
    # 	C {is {x {n X} {t c}} mode value}
    # 	X {is {x {n X} {t z}} mode value}
    # 	Y {is {x {n Y} {t z}} mode value}
    # 	Z {is {x {n Z} {t z}} mode value}
    # }
    # --- incompat modes #1a
    {n S} {
    	S {is {x {n A} {t s}} mode value}
	A {is {n B} mode void}
	B {is {n C} mode void}
	C {is {t c} mode value}
    }
    {n S} {
	S {is {x {n A} {t s}} mode value}
	A {is {n C} mode void}
	B {is {n C} mode void}
	C {is {t c} mode value}
    }
    # --- incompat modes #1b
    {n S} {
    	S {is {x {n A} {t s}} mode value}
	A {is {n B} mode void}
	B {is {n C} mode value}
	C {is {t c} mode value}
    }
    {n S} {
	S {is {x {n A} {t s}} mode value}
	A {is {n B} mode void}
	B {is {n C} mode value}
	C {is {t c} mode value}
    }
    # X <- Z
    #
    # X     Z      dechain notes
    # value value| yes    | value is passed
    {n S} {
	S {is {n X} mode value}
	X {is {n Z} mode value}
	Z {is {t z} mode value}
    }
    {n S} {
	S {is {n Z} mode value}
	X {is {n Z} mode value}
	Z {is {t z} mode value}
    }
    # X     Z      dechain notes
    # leaf  value| no     | generated value was discarded, inlined doesn't. Z may be implied void
    {n S} {
	S {is {n X} mode leaf}
	X {is {n Z} mode value}
	Z {is {t z} mode value}
    }
    {n S} {
	S {is {n X} mode leaf}
	X {is {n Z} mode value}
	Z {is {t z} mode value}
    }
    # value leaf | yes    | value is passed
    {n S} {
	S {is {n X} mode value}
	X {is {n Z} mode leaf}
	Z {is {t z} mode value}
    }
    {n S} {
	S {is {n Z} mode value}
	X {is {n Z} mode leaf}
	Z {is {t z} mode value}
    }
    # value void | yes    | X is implied void
    {n S} {
	S {is {n X} mode value}
	X {is {n Z} mode void}
	Z {is {t z} mode value}
    }
    {n S} {
	S {is {n Z} mode value}
	X {is {n Z} mode void}
	Z {is {t z} mode value}
    }
    # leaf  leaf | no     | s.a.
    {n S} {
	S {is {n X} mode leaf}
	X {is {n Z} mode leaf}
	Z {is {t z} mode value}
    }
    {n S} {
	S {is {n X} mode leaf}
	X {is {n Z} mode leaf}
	Z {is {t z} mode value}
    }
    # leaf  void | no     | s.a.
    {n S} {
	S {is {n X} mode leaf}
	X {is {n Z} mode void}
	Z {is {t z} mode value}
    }
    {n S} {
	S {is {n X} mode leaf}
	X {is {n Z} mode void}
	Z {is {t z} mode value}
    }
    # void  value| no     | X drops value, inline doesn't
    {n S} {
	S {is {n X} mode void}
	X {is {n Z} mode value}
	Z {is {t z} mode value}
    }
    {n S} {
	S {is {n X} mode void}
	X {is {n Z} mode value}
	Z {is {t z} mode value}
    }
    # void  leaf | no     | s.a.
    {n S} {
	S {is {n X} mode void}
	X {is {n Z} mode leaf}
	Z {is {t z} mode value}
    }
    {n S} {
	S {is {n X} mode void}
	X {is {n Z} mode leaf}
	Z {is {t z} mode value}
    }
    # void  void | yes    |
    {n S} {
	S {is {n X} mode void}
	X {is {n Z} mode void}
	Z {is {t z} mode value}
    }
    {n S} {
	S {is {n Z} mode void}
	X {is {n Z} mode void}
	Z {is {t z} mode value}
    }
    {n S} {
	S {is {n S} mode value}
    }
    {n S} {
	S {is {n S} mode value}
    }
} $setimpl

# -------------------------------------------------------------------------
# op: modeopt

TestTransformation modeopt {
    # --- stays as-is
    epsilon {}
    epsilon {}
    # --- cycle
    # S <-- A; A <-- A
    {n S} {
	S {is {n A} mode value}
	A {is {n A} mode value}
    }
    {n S} {
	S {is {n A} mode value}
	A {is {n A} mode value}
    }
    # -- undefined (deferred) symbol: B
    {n S} {
	S {is {n A} mode value}
	A {is {n B} mode value}
    }
    {n S} {
	S {is {n A} mode value}
	A {is {n B} mode value}
    }
    # --- rule 1
    {n S} {
	S {is {n A} mode value}
	A {is {t A} mode value}
    }
    {n S} {
	S {is {n A} mode value}
	A {is {t A} mode leaf}
    }
    # --- rule 1
    {n S} {
	S {is {n A} mode value}
	A {is {x {t A} {n B}} mode value}
	B {is {t b} mode value}
    }
    {n S} {
	S {is {n A} mode value}
	A {is {x {t A} {n B}} mode value}
	B {is {t b} mode leaf}
    }
    # --- rule 2 (no opt)
    {n S} {
	S {is {x {n A} {n B}} mode value}
	A {is {n C} mode value}
	B {is {n C} mode value}
	C {is {t c} mode leaf}
    }
    {n S} {
	S {is {x {n A} {n B}} mode value}
	A {is {n C} mode value}
	B {is {n C} mode value}
	C {is {t c} mode leaf}
    }
    # --- rule 2 (void)
    {n S} {
	S {is {x {n A} {n B}} mode value}
	A {is {n C} mode void}
	B {is {n C} mode void}
	C {is {t c} mode leaf}
    }
    {n S} {
	S {is {x {n A} {n B}} mode value}
	A {is {n C} mode void}
	B {is {n C} mode void}
	C {is {t c} mode void}
    }
    # --- rule 2 (leaf)
    {n S} {
	S {is {x {n A} {n B}} mode value}
	A {is {n C} mode leaf}
	B {is {n C} mode leaf}
	C {is {t c} mode leaf}
    }
    {n S} {
	S {is {x {n A} {n B}} mode value}
	A {is {n C} mode leaf}
	B {is {n C} mode leaf}
	C {is {t c} mode void}
    }
    # --- rule 2 (mixed)
    {n S} {
	S {is {x {n A} {n B}} mode value}
	A {is {n C} mode leaf}
	B {is {n C} mode void}
	C {is {t c} mode leaf}
    }
    {n S} {
	S {is {x {n A} {n B}} mode value}
	A {is {n C} mode leaf}
	B {is {n C} mode void}
	C {is {t c} mode void}
    }
    # --- rule 2 (mixed, no opt)
    {n S} {
	S {is {x {n A} {n B}} mode value}
	A {is {n C} mode leaf}
	B {is {n C} mode value}
	C {is {t c} mode leaf}
    }
    {n S} {
	S {is {x {n A} {n B}} mode value}
	A {is {n C} mode leaf}
	B {is {n C} mode value}
	C {is {t c} mode leaf}
    }
    # --- rule 1: applies, rule 2: n/a
    {n S} {
	S {is {x {n A} {n B}} mode value}
	A {is {n C} mode leaf}
	B {is {n C} mode value}
	C {is {t c} mode value}
    }
    {n S} {
	S {is {x {n A} {n B}} mode value}
	A {is {n C} mode leaf}
	B {is {n C} mode value}
	C {is {t c} mode leaf}
    }
    # --- rule 1: applies, rule 2: applies
    {n S} {
	S {is {x {n A} {n B}} mode value}
	A {is {n C} mode leaf}
	B {is {n C} mode leaf}
	C {is {t c} mode value}
    }
    {n S} {
	S {is {x {n A} {n B}} mode value}
	A {is {n C} mode leaf}
	B {is {n C} mode leaf}
	C {is {t c} mode void}
    }
} $setimpl



# -------------------------------------------------------------------------
# op: minimize

TestTransformation minimize {
    # --- stays as-is
    epsilon {}
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     	S {is {/ {x {n A} {n B}} {t a}} mode value}
     	A {is {x {t a} {n A}} mode value}
	B {is {t a} mode leaf}
    }
    {n S} {
	S {is {t a} mode leaf}
    }


































} $setimpl

# -------------------------------------------------------------------------
rename sl {}
rename g {}
rename TestTransformation {}







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     	S {is {/ {x {n A} {n B}} {t a}} mode value}
     	A {is {x {t a} {n A}} mode value}
	B {is {t a} mode leaf}
    }
    {n S} {
	S {is {t a} mode leaf}
    }
    # --- direct cycle
    {n A} {
	A {is {n A} mode value}
    }
    epsilon {}
    # --- indirect cycle
    {n A} {
	A {is {n B} mode value}
	B {is {n C} mode value}
	C {is {n A} mode value}
    }
    epsilon {}
    # --- dechaining creates unreachable and unrealisable rules; here: B, Y
    {n S} {
    	S {is {x {n A} {t s}} mode value}
	A {is {n B} mode value}
	B {is {n C} mode value}
	C {is {x {n X} {t c}} mode value}
	X {is {n Y} mode value}
	Y {is {n Z} mode value}
	Z {is {x {t z}} mode leaf}
    }
    {n S} {
    	S {is {x {n A} {t s}} mode value}
	A {is {n C} mode value}
	C {is {x {n X} {t c}} mode value}
	X {is {n Z} mode value}
	Z {is {t z} mode leaf}
    }
    # {n S} {
    # 	S {is {x {n A} {t s}} mode value}
    # 	A {is {x {n X} {t c}} mode value}
    # 	X {is {t z} mode leaf}
    # }
} $setimpl

# -------------------------------------------------------------------------
rename sl {}
rename g {}
rename TestTransformation {}