Algebra 1.  426  MATH 235  002  

Sets, functions and relations. Methods of proof. Complex numbers. Divisibility theory for integers and modular arithmetic. Divisibility theory for polynomials. Rings, ideals and quotient rings. Fields and construction of fields from polynomial rings. Groups, subgroups and cosets; group actions on sets.
Fall 3 hours lecture; 1 hour tutorial Prerequisite: MATH 133 or equivalent Associated Term: Fall 2017 Registration Dates: Apr 04, 2017 to Sep 19, 2017 Attributes: Attendstudent's convenience Tutorial Schedule Type 0.000 Credits View Catalog Entry


Algebra 1.  429  MATH 235  003  
Sets, functions and relations. Methods of proof. Complex numbers. Divisibility theory for integers and modular arithmetic. Divisibility theory for polynomials. Rings, ideals and quotient rings. Fields and construction of fields from polynomial rings. Groups, subgroups and cosets; group actions on sets.
Fall 3 hours lecture; 1 hour tutorial Prerequisite: MATH 133 or equivalent Associated Term: Fall 2017 Registration Dates: Apr 04, 2017 to Sep 19, 2017 Attributes: Attendstudent's convenience Tutorial Schedule Type 0.000 Credits View Catalog Entry


Algebra 1.  12245  MATH 235  004  
Sets, functions and relations. Methods of proof. Complex numbers. Divisibility theory for integers and modular arithmetic. Divisibility theory for polynomials. Rings, ideals and quotient rings. Fields and construction of fields from polynomial rings. Groups, subgroups and cosets; group actions on sets.
Fall 3 hours lecture; 1 hour tutorial Prerequisite: MATH 133 or equivalent Associated Term: Fall 2017 Registration Dates: Apr 04, 2017 to Sep 19, 2017 Tutorial Schedule Type 0.000 Credits View Catalog Entry


Algebra 1.  25631  MATH 235  005  
Sets, functions and relations. Methods of proof. Complex numbers. Divisibility theory for integers and modular arithmetic. Divisibility theory for polynomials. Rings, ideals and quotient rings. Fields and construction of fields from polynomial rings. Groups, subgroups and cosets; group actions on sets.
Fall 3 hours lecture; 1 hour tutorial Prerequisite: MATH 133 or equivalent Associated Term: Fall 2017 Registration Dates: Apr 04, 2017 to Sep 19, 2017 Tutorial Schedule Type 0.000 Credits View Catalog Entry

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