Graded decomposition numbers for the
... is saturated in the θ dominance order. Therefore, for any such λ, we have that the graded decomposition number [∆(λ) : L(µ)]v 6= 0 only if µ is also a one-column multipartition. (We may thus restrict our attention to a subcategory of modules whose simple constituents are labelled by one-column multi ...
... is saturated in the θ dominance order. Therefore, for any such λ, we have that the graded decomposition number [∆(λ) : L(µ)]v 6= 0 only if µ is also a one-column multipartition. (We may thus restrict our attention to a subcategory of modules whose simple constituents are labelled by one-column multi ...
Chapter 8
... • Derive an expression for the closed-loop gain of the voltage follower that includes the value of the open-loop voltage gain as a parameter. How large should the open-loop gain be if we desire to achieve the intended closed-loop gain with less than 0.1 percent error? ...
... • Derive an expression for the closed-loop gain of the voltage follower that includes the value of the open-loop voltage gain as a parameter. How large should the open-loop gain be if we desire to achieve the intended closed-loop gain with less than 0.1 percent error? ...
