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Killing Imaginary Numbers? From Today’s Asymmetric Number System to a Symmetric System

Advances in Pure Mathematics 2021年第8期11卷 741-754页

作者： Espen Gaarder Haug pankaj mani Norwegian University of Life Sciences &#197 s Norway Independent Researcher New Delhi India

In this paper, we point out an interesting asymmetry in the rules of fundamental mathematics between positive and negative numbers. Further, we show an alternative numerical system identical to today’s system, but where positive numbers dominate over negative numbers. This is like a mirror symmetry of the existing number system. The asymmetry in both systems leads to imaginary and complex numbers. We also suggest an alternative number system with perfectly symmetrical rules—that is, where there is no dominance of negative numbers over positive numbers or vice versa, and where imaginary and complex numbers are no longer needed. This number system seems to be superior to other numerical systems, as it brings simplicity and logic back to areas that complex rules have dominated for much of the history of mathematics. Finally, we also briefly discuss how the Riemann hypothesis may be linked to the asymmetry in the current number system. The foundation rules of a number system can, in general, not be proven incorrect or correct inside the number system itself. However, the ultimate goal of a number system is, in our view, to describe nature accurately. The optimal number system should therefore be developed with feedback from nature. If nature, at a very fundamental level, is ruled by symmetry, then a symmetric number system should make it easier to understand nature than an asymmetric number system would. We hypothesize that a symmetric number system may thus be better suited to describing nature. Further, such a number system should eliminate imaginary numbers in space-time and quantum mechanics, for example, two areas of physics that are clouded in mystery to this day.

关键词： Asymmetry Symmetry Imaginary Numbers Quantum Physics Riemann Hypothesis

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Predicting morbidity and mortality in acute pancreatitis in an Indian population:a comparative study of the BISAP score,Ranson’s score and CT severity index

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Gastroenterology Report 2016年第3期4卷 216-220,I0002页

作者： Jitin Yadav Sanjay Kumar Yadav Satish Kumar Ranjan George Baxla Dipendra Kumar Sinha pankaj Bodra Ram Chandra Besra Babu mani Baski Om Prakash Abhinav Anand Department of General Surgery Rajendra Institute of Medical SciencesRanchiJharkhandIndia

Objective:Our aim was to prospectively evaluate the accuracy of the bedside index for severity in acute pancreatitis(BISAP)score in predicting mortality,as well as intermediate markers of severity,in a tertiary care centre in east central India,which caters mostly for an economically underprivileged ***:A total of 119 consecutive cases with acute pancreatitis were admitted to our institution between November 2012 and October *** scores were calculated for all cases,within 24 hours of ***’s score and computed tomography severity index(CTSI)were also *** respective abilities of the three scoring systems to predict mortality was evaluated using trend and discrimination *** optimal cut-off score for mortality from the receiver operating characteristics(ROC)curve was used to evaluate the development of persistent organ failure and pancreatic necrosis(PNec).Results:Of the 119 cases,42(35.2%)developed organ failure and were classified as severe acute pancreatitis(SAP),47(39.5%)developed PNec,and 12(10.1%)*** area under the curve(AUC)results for BISAP score in predicting SAP,PNec,and mortality were 0.962,0.934 and 0.846,***’s score showed a slightly lower accuracy for predicting SAP(AUC 0.956)and mortality(AUC 0.841).CTSI was the most accurate in predicting PNec,with an AUC of *** sensitivity and specificity of BISAP score,with a cut-off of≥3 in predicting mortality,were 100%and 69.2%,***:The BISAP score represents a simple way of identifying,within 24 hours of presentation,patients at greater risk of dying and the development of intermediate markers of *** risk stratification method can be utilized to improve clinical care and facilitate enrolment in clinical trials.

关键词： acute pancreatitis mortality bedside index for severity in acute pancreatitis(BISAP) Ranson’s score computed tomography severity index(CTSI)

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