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Journal of Applied Mathematics and Physics 2016年第12期4卷 2301-2320页

作者： peter donald rodgers Mathematics University of Queensland Brisbane Australia 2014 Genius of the Year-Asia World Genius Directory Internet

Black Hole Shock unites relativity and quantum physics. The mysterious Navier-Stokes Equations, of my recent Superrelativity, inspired me to think deeper about physics equations. The Clay Mathematics Institute Millennium contest has motivated me to create two unique physics papers, Superrelativity and Black Hole Shock, which have raised my interest in fluid dynamics. An enormous amount of effort went into creating mathematics of Superrelativity. After that effort, I was hallucinating extremely long equations, and following intellectual tangents that led to five significant Black Hole Shock equations: (a) Klein-Gordon-Schrodinger-rodgers Equation, (b) Einstein-rodgers’s Mass-Wave-Energy4 Equivalence Equation, (c) Einstein-Schwarzschild-Klein-Gordon-Schrodinger-rodgers Mass-Hyperacceleraton Geometry, (d) Einstein-Klein-Gordon-Schrodinger-Stefan-Boltzmann-Schwarzs-child-Hawking-rodgers Black Hole Radiation Equation, and (e) Improved Hawking-rodgers Radius of a Black Hole. My paper Black Hole Shock indicates that our current coordinate, dimensional, geometrical systems need to be radically improved. In this paper, mathematics ends the concept of duality of a particle and shows everything is electro-magnetic.

关键词： Black Hole Shock Superrelativity Relativity Physics Albert Einstein Stephen Hawking Black Hole Quantum Physics

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Superrelativity

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Open Journal of Fluid Dynamics 2016年第2期6卷 130-143页

作者： peter donald rodgers University of Queensland Brisbane Australia

Did any physics experts expect SUPERRELATIVITY paper, a physics revolution producing the EINSTEIN-rodgers RELATIVITY EQUATION, producing the HAWKING-rodgers BLACK HOLE RADIUS, and producing the STEFAN-BOLTZMANN-SCHWARZSCHILD-HAWKING-rodgers BLACK HOLE RADIATION POWER LAW, as the author gave a solution to The Clay Mathematics Institute’s very difficult problem about the Navier-Stokes Equations? The Clay Mathematics Institute in May 2000 offered that great $million prize to the first person providing a solution for a specific statement of the problem: “Prove or give a counter-example of the following statement: In three space dimensions and time, given an initial velocity field, there exists a vector velocity and a scalar pressure field, which are both smooth and globally defined, that solve the Navier-Stokes Equations.” Did I, the creator of this paper, expect SUPERRELATIVITY to become a sophisticated conversion of my unified field theory ideas and mathematics into a precious fluid dynamics paper to help mathematicians, engineers and astro-physicists? [1]. Yes, but I did not expect such superb equations that can be used in medicine or in outer space! In this paper, complicated equations for multi-massed systems become simpler equations for fluid dynamic systems. That simplicity is what is great about the Navier-Stokes Equations. Can I delve deeply into adding novel formulae into the famous Schwarzschild’s equation? Surprisingly, yes I do! Questioning the concept of reversibility of events with time, I suggest possible 3-dimensional and 4-dimensional co-ordinate systems that seem better than what Albert Einstein used, and I suggest possible modifications to Maxwell’s Equations. In SUPERRELATIVITY, I propose that an error exists in Albert Einstein’s Special Relativity equations, and that error is significant because it leads to turbulence in the universe’s fluids including those in our human bodies. Further, in SUPERRELATIVITY, after I create Schwarzschild-based equati

关键词： Superrelativity Relativity Navier-Stokes Equation Physics Albert Einstein Stephen Hawking Black Hole Clay Mathematics Institute

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Prognostic value of baseline FDG uptake on PET-CT in esophageal carcinoma

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World Journal of Gastrointestinal Oncology 2014年第5期6卷 139-144页

作者： Omar S Al-Taan Amar Eltweri David Sharpe peter M rodgers Sukhbir S Ubhi David J Bowrey Departments of Surgery University Hospitals of Leicester Departments of Radiology University Hospitals of Leicester

AIM: To evaluate the influence of baseline maximum standardized uptake value(SUVmax) on survival in a cohort of patients, undergoing positron emission tomography-computed tomography(PET-CT) scan for esophageal carcinoma. METHODS: The pre-treatment SUVmax numeric reading was determined in patients with confirmed esophageal or junctional cancer having PET-CT scan during the time period 1st January 2007 until 31 st July 2012. A minimum follow up of 12 mo was required. Patients were subdivided into quartiles according to SUVmax value and the influence of SUVmax on survival was assessed using univariate and multivariate analysis. The following pre-treatment factors were investigated: patient characteristics, tumor characteristics and planned treatment. RESULTS: The study population was 271 patients(191male) with esophageal or junctional carcinoma. The median age was 65 years(range 40-85) and histologic subtype was adenocarcinoma in 197 patients and squamous carcinoma in 74 patients. The treatment intent was radical in 182 and palliative in 89 patients. SUVmax was linked to histologic subtype(P = 0.008), tumor site(P = 0.01) and Union for International Cancer Control(UICC) stage(P < 0.001). On univariate analysis, prognosis was significantly associated with SUVmax(P = 0.001), T-stage(P < 0.001) and UICC stage(P < 0.001). On multivariate analysis, only T-stage and UICC stage remained significant. CONCLUSION: Pretreatment SUVmax was not a useful marker in isolation for determining prognosis of patients with esophageal carcinoma.

关键词： Esophageal neoplasms Fluorodeoxyglucose F18 Positron emission tomography Positron emission tomography-computed tomography Prognosis

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反物质都到哪里去了?

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世界科学 2002年第8期 7-8页

作者： peter rodgers ,侯春风上海市科学学研究所

B介子的测量表明 ,粒子物理的标准模型无法解释为什么宇宙是由物质而不是反物质构成的

关键词：介子工厂标准模型宇宙物质粒子工厂试验模型电荷不对称度粒子物理费米实验室

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2002:物理学非同寻常的一年

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世界科学 2003年第2期 8-8页

作者： peter rodgers ,吕吉尔

如果说 2 0 0 1年是太空远征的一年 ,那么你会如何描述 2 0 0 2年呢 ?对于物理界来说 ,2 0 0 2年毫无疑问是相当一段时间以来最不寻常和最不安宁的一年 ,而鲍格达诺夫 (Ｂｏｇｄａｎｏｖ)兄弟的离奇故事则是结束2 0 0 2年最恰当不过的... 详细信息

如果说 2 0 0 1年是太空远征的一年 ,那么你会如何描述 2 0 0 2年呢 ?对于物理界来说 ,2 0 0 2年毫无疑问是相当一段时间以来最不寻常和最不安宁的一年 ,而鲍格达诺夫 (Ｂｏｇｄａｎｏｖ)兄弟的离奇故事则是结束2 0 0 2年最恰当不过的超现实主义方式。这一年被美国贝尔实验室的科学作假事件蒙上了阴影。在 2 0 0 2年 1 1月 ,简·亨德里克·舍恩 (ＪａｎＨｅｎｄｒｉｋＳｃｈｎ)及其合著者们撤回了 8篇报道有关有机材料电子特性研究结果的论文 ,而且肯定还有更多的论文要撤回。一份报告在发表后随即被由贝尔实验室为调查该事件而组建的专门小组撤销。该专门小组发现舍恩在 2 4项作假指控中有 1 6项罪名成立 ,他旋即被分司辞退。虽然他的所有合著者均获开释 ,但人们还是严肃地提出了与他们责任有关的种种问题。专门小组的报告也许是 2 0 0 2年物理学领域发布的最引人注意的文件 ,而且报告的结论已经开始在物理界传开。例如 ,美国物理学会刚刚发布了一系列有关职业行为的声明———包括合著者和合作者的责任准则和政策———用于科研中作弊行为的处理 (ｗｗｗ .ａｐｓ.ｏｒｇ)。舍恩不是 2 0 0 2...

关键词：物理学会达诺专门小组合著者伽玛射线物理学家观测卫星

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