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Math. Ser. B 18, 467{480 (1997).On \Delta -good module categories of quasi-hereditary algebras - Deng, Xi - 1997 () Citation Context ...would like to know when the quasi-hereditary algebra is ∆-finite, that is when the category F(∆) has finitely many indecomposable modules, up...
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Forum: General Math J Predict the sign for delta Ssys CH3CH2CH3(g) +5O2(g)-> 3CO2(g) + 4H2 predict the sign for delta Ssys CH3CH2CH3(g) +5O2(g)---> 3CO2(g) + 4H2 Homework Statement predict the sign for delta Ssys CH3CH2CH3(g) +5O2(g)---> 3CO2(g) + 4H20(l)...
Forum: Linear and Abstract Algebra I Dirac Delta Integral Homework: Proving Equations Homework Statement For some reason these are just messing me up. I need to prove: 1. \delta(y)=\delta(-y) 2.\delta^{'}(y) = -\delta^{'}(-y) 3.\delta(ay) = (1/a)\delta(y) In 2, tho...
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I know I have had the experience of trying to ask this on mathstackexchange and getting a bunch of answers telling me to learn homological algebra and Ext, which is more effort than a poor undergraduate wants to spend to get at a concrete problem. However, I think there is a natural dir...
delta(e, var)is defined to beshift(e, var, 1)-eanddelta(e, var, n)is defined to bedelta(shift(e, var, 1)-e, var, n-1). Thus differencing is also user-extensible by providing the extension forshift. Examples > withLREtools: ...
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