吴公式

再利用推广的吴公式，讨论了这些生成元在Sqi下的行为。

Making use of general Wu formulae , the actions of Sqi on the generators are discussed .

他的示性类和示嵌类研究被国际数学界称为“吴公式”，“吴示性类”，“吴示嵌类”，并在国际上产生了深远影响，被称为“吴方法”。

As a disciplinary precursor , Wu made monumental contributions to the field of topology by introducing Wu 's imbedding and characteristic classes and establishing Wu 's Formulae , well-known for Wu 's Method , which have been widely accepted by his counterparts and had exerted worldwide influence .

变形核转动谱的Harris公式和吴-曾公式的比较

Comparison between harris ' and wu-zeng 's formulas for rotational spectra of deformed nuclei

能谱、转动惯量和γ跃迁能量的分析表明，吴-曾公式优于其它两参数公式，包括广泛流行的Harris公式。

From the analyses of energy spectra , moments of inertia and γ - transition energies it is found that Wu-Zeng 's formula is better than all the rest 2-parameter formulas , including the widely used Harris ' formula .

吴文俊的研究领域为拓扑学、代数几何、对策论、数学史、数学机械化，最重要的贡献是拓扑学（“吴示性类”、“吴公式”），在所属领域是基础性的。

The research of Wu includes the following fields : algebraic topology , algebraic geometry , game theory , history of mathematics , mathematics mechanization , and his most important contribution is to topology ( the Wu class and Wu formula ) , which is somewhat foundational in its field .