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There is a way easier algorithm than this one. I find it really frustrating that we are forced to do a specific way which takes more time and is more complicated.

Should the lights turn off after a specific amount of time?

I tried it aswell but it did not work with the stackable trait pattern. Do you have any hints for me in the right direction?

Thanks
andiderp

Could you please publish the non-graded Task alone?

Greetings
andiderp

Sbt eclipse is a plugin which you have to install by yourself. I would recommend that you import the project directly in the Scala IDE and not using the sbt plugin.

Greetings
Andre

Will the 2on1 slide set be provided for the students?
The course site recommends that we use them.

Greetings
andiderp

It is exactly how mmi1991 described it. In the example he mentioned you have the ConstanFolderVisitor and EmitAssemblyVisitor classes. The execute completely different operations on the same set of elements.

You need to add this imports:

Will the exercise still be an introduction into Scala or will it cover other stuff?

Greetings
andiderp

Maybe you need to forbid the usage of Let('this, _, _) because you also have a 'this binding when you invoke a method. The 'this binding is hardcoded, so it is a reserved word.

Did anyone solve the exercise 7? I'm not quiet sure if there are any special cases you have to be aware of if you want to implement local variables in the OO interpreters.

Hey,

my tests and the specification tests run through but when I want to submit my solution I get the following message: "That page does not exist, or you do not have the right permission to access it."

Best regards
andiderp

Ich weis das kommt jetzt einem Monat zu spät, aber vllt. hast du die Frage selbst noch nicht beantwortet. Alle x in E1\E2 modellieren die nur von TS1 durchführbaren Aktionen, und alle y in E2\E1 sind die Aktionen welche TS2 ausführt. E1 geschnitten E2 ist die Menge aller Aktionen die beide Komponent...

Aber noch eine Sache. Schau dir nochmal an wie ein Generator und das Potenzieren in zyklischen Gruppen definiert ist.

Ja dies kann man einfach im Mathe 1 Skript nachlesen. Dieses enthält einen konstruktiven Beweis, der zeigt das Zp ein Körper ist genau dann wenn p eine Primzahl ist. Dort muss nachgewiesen werden ob es zu jedem Element in Zp ein multiplikatives Inveres gibt, dieses wird dort explizit angegeben.