Some teaching experience on quot; advanced algebra quot 在高等代數(shù)解題教學(xué)中突出思維過程教學(xué)
Some problems in advanced algebra teaching 高等代數(shù)教學(xué)中的幾個(gè)問題
Thinking and practice of the textbook reform for advanced algebra for the new century 關(guān)于高等代數(shù)教學(xué)的幾點(diǎn)思考
There are four kinds of important mathematics ideologies in advanced algebras , namely analogoue ideology , equivalence and classification ideology , transformation ideology , isomorphism ideology 摘要高等代數(shù)中蘊(yùn)含的主要數(shù)學(xué)思想有類比思想、等價(jià)分類思想、化歸轉(zhuǎn)化思想、同構(gòu)思想。
This paper discussed the application of theories about advanced algebra in the factorization of multinomial , introduced some application methods , acquired the methods of judging if a multiple quadratic multinomial can be factorized and how it is factorized , and thus solved the theoretical problem of the factorization of a multiple quadratic multinomial 摘要討論了高等代數(shù)理論在多元多項(xiàng)式分解中的應(yīng)用,給出了若干應(yīng)用方法,得到了多元二次多項(xiàng)式可分解的判別法和分解方法,徹底解決了多元二次多項(xiàng)式分解的理論問題。