Here is our algebra page. In earlier class sections I defined monoids, the two sided equivalence relation for a language, the syntactic monoid, aperiodic monoids,...

Here is a nice new page to describe automata theory results. In class on 27 Feb we mentioned Buchi`s Theorem (proved at the link), that a language is regular iff...

Buchi`s Theorem A language is definable in second order monadic logic if and only if it is regular. Proof Regular Second order monadic Let L be a regular language...

At the end of the regular 401 class we will talk about circuit complexity, the study of the resources needed to decide a formal language with a circuit family. If...

Descriptive complexity is the study of the relative difficulty of formal languages based on the syntactic resources needed to create logical formulas defining them...

A monoid is a set with an operation that is associative and has an identity element. Any finite monoid can be represented as a set of functions from a finite set to...

Parikh`s Theorem is a result in formal language theory that will occupy us for much of the 2013 H401 seminar. Let A be a nonempty alphabet with d letters. The Parikh...

Let M be a finite monoid . A program over M is a sequence of instructions (i, x, y) where i is a number in {1,..,n} and x and y are elements of M. The program computes...

A linear set is any set of the form a span (b1,..., bk). Here the plus sign means set addition: X Y {a b: a in X and b in Y}. The span of a set S is the set...

UMass CS EdLab`s H401 web The 1 web of TWiki. TWiki is a Web Based Collaboration Platform for the Enterprise.

Computer Science H401 Honors Colloquium for CMPSCI 401 Wiki This wiki was started by the instructor and students of CMPSCI H401 in Spring 2012. It contains material...

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This is a subscription service to be automatically notified by e mail when topics change in this H401 web. This is a convenient service, so you do not have to come...

UMass CS EdLab.H401 Web Preferences The following settings are web preferences of the UMass CS EdLab.H401 web. These preferences overwrite the site level preferences...

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