Updated to new findings (mode deployed on pe, objective per mode, new problems). authored by René Schöne's avatar René Schöne
......@@ -24,8 +24,9 @@ Eventually VAR and NAME is equal. At least the characters listed in VAR were fou
```
for-all implementations i
for-all (modes-of i) m
for-all PEs pe
objective += (objective-value i-deployed-on-pe) (varname i-deployed-on-pe) "+"
objective += (objective-value m-deployed-on-pe) (varname m-deployed-on-pe) "+"
```
### Architectural Constraints
......@@ -37,29 +38,39 @@ Introduce binary variables for "implementation i" chosen, additionally to the
Here done at Impl-Level – inconsistent with the AST-rules.
```
for all components c
constraint_c = "1" "="
for-all components c
for-all (impls-of c) i
constraint_i = "0" "=" "-" (varname i)
for-all (modes-of i) m
constraint_c += (varname m) "+"
for-all PEs pe
constraint_i += "+" (varname i-in-m-deployed-on-pe)
constraint_i += "+" (varname m-deployed-on-pe)
for-all (req-comp i) rc (1)
constraint_rc = "0" "=" "-" (varname i)
for-all (impls-of rc) rci
constraint_rc = "+" (varname rci)
constraints += constraint_rc
constraints += constraint_i
constraints += constraint_c
```
And to ensure the selected component gets chosen (maybe even implicitly given?)
```
for-all top-level components tc:
constraint_tc = "1" "="
for-all (impls-of c) i
constraint_tc += (varname i) "+"
constraints += constraint_tc
```
In scheme: to-ilp auf impl gib ein paar zurück, so dass
- (car paar) = liste von '(varname m) +'
- (cadr paar) = liste mit constraints der form '0 = - {(varname i)}* {{+ (varname i-in-m-deployed-on-pe)}*}*'
- (cadr paar) = liste mit constraints der form '0 = - {(varname i)}\* {{+ (varname i-in-m-deployed-on-pe)}\*}\*'
### Resource/Software NFP Negotiation
#### Problem with Maximum
Nicht so leicht abbildbar, wenn nicht nur nach der 'Direction' der Properties
entschieden wird, sondern auch andere Arten von Constraints zugelassen werden, zB
......@@ -76,18 +87,66 @@ Maximum-Constraint überhaupt abbildbar mit "prop <= value * binVar"?
- "prop <= 20 * impl1pe2"
- "prop' >= 80 * impl1pe2" where prop' := 100 - prop
#### Problem with multiple constraint for same property
If two modes of different Impls (or even different Comps) require a certain property, just building
the sum of those two requirements is wrong for the case both modes are chosen to be deployed. There
need to be a categorization of properties, i.e. how to merge them, a few examples
- frequency: merge my taking maximum of required (minimum) values → use extra constraint per impl
- free memory: merge by summing up → put into sum as is
```
cpu1#freq >= 1400 b#comp1#impl1#mode1 + 1500 b#comp1#impl2#mode2
```
Those constraints should therefore be split up.
```
cpu1#freq >= 1400 b#comp1#impl1#mode1
cpu1#freq >= 1500 b#comp1#impl2#mode2
```
#### Properties unique for resources
Currently properties are assumed unique and will be considered equal, even if used for
different resources.
```
cubie1: 0 <= server-load <= 0.4
cubie2: 0 <= server-load <= 0.6
constraint-1: server-load <= 0.5 b#comp1#impl1#mode1
constraint-2: server-load <= 0.2 b#comp1#impl1#mode2
```
Those properties should be named in a way, uniquely identifying a resource.
Actually, there should be a new binary variable associated with the binary variables of deploying modes.
Unfortunatly, this leads to $k$ new constraints, where $k$ is the number of binary variables for
deploying modes on this resource.
```
bound-cubie1: 0 <= server-load-cubie1 <= 0.4
bound-cubie2: 0 <= server-load-cubie2 <= 0.6
constraint-1-cubie1: server-load-cubie1 <= 0.5 b#comp1#impl1#mode1
constraint-2-cubie1: server-load-cubie1 <= 0.2 b#comp1#impl1#mode2
constraint-1-cubie2: server-load-cubie2 <= 0.5 b#comp1#impl1#mode1
constraint-2-cubie2: server-load-cubie2 <= 0.2 b#comp1#impl1#mode2
```
#### Impl in Scheme
```
Init constraints[returntype_min-eq] to returntype ">="
Init constraints[returntype_max-eq] to returntype "<="
Init constraints[returntype-eq] to returntype "="
for-all PEs pe
for-all implementations i
for-all clauses c in i
for-all modes m
for-all clauses c in m
(if c subtype? ProvClause
constraints[returntype-eq] += c.value (varname i-deployed-on-pe) "+"
constraints[returntype-eq] += c.value (varname m-deployed-on-pe) "+"
(if c.comp eq? min-eq
constraints[returntype_min-eq] += c.value (varname i-deployed-on-pe) "+"
constraints[returntype_max-eq] += c.value (varname i-deployed-on-pe) "+"))
constraints[returntype_min-eq] += c.value (varname m-deployed-on-pe) "+"
constraints[returntype_max-eq] += c.value (varname m-deployed-on-pe) "+"))
```
### User request
......@@ -105,10 +164,17 @@ for-all PEs pe
bounds += "0 <=" (varname c.returntype) "<=" c.value
```
### Boolean restriction
### Restrictions
#### General (integer)
*None*
#### Boolean
```
for-all implementations i
for-all clauses c in i
generals += (varname i-deployed-on-pe)
binaries += (varname i)
for-all (mode-of i) m
binaries += (varname m-deployed-on-pe)
```