抗原-抗体相互作用在代数上被解释为一个关系过程。
The antigen-antibody interaction algebraically interpreted as a relational process.
作者信息
Zaretzky A N, Leguizamón C A
机构信息
Department of Mathematics, Faculty of Exact and Natural Sciences, University of Buenos Aires, Argentina.
出版信息
Biosystems. 1992;27(2):115-23. doi: 10.1016/0303-2647(92)90051-y.
The antigen-antibody interaction occurring previous to the triggering of the immunological response is analyzed as a relational process in terms of lattices. Accordingly, this process is expressed as a lattice belonging to a pseudo-Boolean algebraic variety. The Heyting arrow operation, which appears in this kind of algebra, is used to analyze behaviors between non-comparable biological states expressed by the lattice. The resulting states coming from the arrows are connected with the influence of increasing and decreasing energies involved in the linking process.
在引发免疫反应之前发生的抗原 - 抗体相互作用，被作为一种基于格的关系过程来分析。因此，这个过程被表示为一个属于伪布尔代数簇的格。这种代数中出现的海廷箭头运算，被用于分析由格所表示的不可比较的生物学状态之间的行为。来自箭头的结果状态与连接过程中能量增减的影响相关联。
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