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首页> 外文期刊>Hadronic Journal >SANTILLI'S NEW MATHEMATICS FOR CHEMISTS AND BIOLOGISTS. AN INTRODUCTORY ACCOUNT
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SANTILLI'S NEW MATHEMATICS FOR CHEMISTS AND BIOLOGISTS. AN INTRODUCTORY ACCOUNT

机译：SANTILLI的化学和生物学家新数学。介绍性帐户

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Following decades of research, R. M. Santilli [1-5] has achieved a genotopic (that is, axiom inducing) lifting of 20th century mathematics with a Lie algebra structure as used for reversible systems into a covering Lie-admissible form which is irreversible beginning with basic multiplications and related units, today is known as Santilli genomathematics. He also developed isomathematics through nonuni-tary, nonlocal and noncanonical transform suitable for dimensions 1fm or less level interactions. To deal the biological structures he formulated hyper structured mathematics that consists of multiple coordinate system for each axes. For example, the three dimensional Euclidean space is characterized by three coordinates one each for each axis. But now in hypermathematics we still have three dimensions but each axis is assigned n-number of coordinates. This helped, for example, in properly describing the growth of say seashells. To properly take care of antimatter systems at first quantization he further developed isodual mathematics of each one of the above new branches of mathematics. We have presented in the present review above stated branches of the new mathematics keeping the abstract contents at a bare minimum as title of the review goes because we are addressing this subject matter to the readers from chemistry and biology disciplines who wish to get themselves initiated into this new exciting scientific field. Moreover, the present author recently applied the geno-topic branch of this new mathematics to nonequilibrium thermodynamics [6] and one of the outcomes of this exercise is the revelation of the existence of the four geno-thermodynamic times arrows.
机译：经过数十年的研究，RM Santilli [1-5]实现了20世纪数学的遗传学意义（即，公理诱导），其具有用于可逆系统的李代数结构，成为覆盖的李可容许形式，该形式从一开始就不可逆基本乘法和相关单位，今天被称为Santilli基因组数学。他还通过非一元，非局部和非经典变换开发了等温线，适用于1fm或更小尺寸的相互作用。为了处理生物结构，他制定了超结构化数学，该数学结构由每个轴的多个坐标系组成。例如，三维欧几里得空间的特征是每个坐标轴各三个坐标。但是现在在超数学中，我们仍然具有三个维度，但是每个轴都被分配了n个坐标。例如，这有助于正确描述贝壳的生长。为了在第一次量化时妥善处理反物质系统，他进一步开发了上述新的数学分支中的每一个的等距数学。在本综述中，我们已经提出了新数学的上述分支，随着综述的标题，摘要内容保持在最低限度，因为我们正在将这一主题提交给希望让自己入门的化学和生物学学科的读者这个新的令人兴奋的科学领域。而且，本作者最近将此新数学的基因-主题分支应用于非平衡热力学[6]，该练习的结果之一是揭示了四个基因-热力学时间箭头的存在。

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