Extension Classes Sample Clauses
Extension Classes. 1. Assignments of faculty members (other than Student Success Specialists and Academic Success Specialists) to extension classes will be on a voluntary basis unless it is necessary to make a full load. Such assignments will be made on a rotating basis among members of the discipline. Student Success Specialists and Academic Success Specialists may be assigned to extension sites by their immediate supervisor.
2. The faculty member will be reimbursed mileage at the established rate per mile for travel between the main campus and the extension center.
Extension Classes. Employees interested in teaching in extension contract assignments may provide a resume to the appropriate coordinator. It will be the responsibility of the employees to keep their resumes current. ~AR-TICLE The Employer is committed to an open, cooperative approach to its staff and as such recognizes the value of consultation. It is understood this consultation is intended as a courtesy and is not intended to prevent or restrict the Employer from managing. When circumstances permit, should the Employer plan to lay-off or reduce the number of regular full-time or regular part-time employees the following procedure will be undertaken:
Extension Classes. Let p be any prime and let K be a finite extension of Qp with residue degree f , ramification degree e and residue field k. Suppose that ρ : GK → GL2(Fp) is a reducible representation, i.e. we can write (3.3.1) ρ χ1 * 0 χ2 for some characters χ1, χ2 : GK → Fˆ. Writing χ := χ1χ´2 1 the representa- tion ρ defines an extension class in ExtFprGK s(Fp, Fp(χ)) = H (GK, Fp(χ)) in the following way: after twisting we obtain
0 1 χ´1 ⊙ ρ „ ˜χ cρ¸ , ˆ where cρ is now a cocycle in H1(GK, Fp(χ)), which is well-defined up to a scalar in F (in the sense that choosing a different basis for which ρ is of the form of Equation 3.3.1 will give a non-zero scalar multiple of cρ). We will associate the class of cρ to ρ. Since we are now working locally, we may use the explicit description of Definition 3.2.3 to define our Serre weights V as irreducible Fp-representations of GL2(k). We will say that “ρ is modular of a certain Serre weight V ” if the class cρ < H1(GK, Fp(χ)) lies in a certain subspace of extensions depending on V and ρ (or, more precisely, on its semisimplification ρss) – strictly speaking it may not always be a subspace as it is possible that is empty. We will now define this ‘distinguished subspace’.
Extension Classes. Employees interested in extension contract assignments may provide a resume to the appropriate coordinator. It will be the responsibility of the employees to keep their resumes current. ARTICLE LAY-OFF