General Quantum Theory: I ---- Deducing Quantum Physics and Solving Two Origin Crisises of Wave-Particle Duality and the First Quantization

Density distribution function of classical statistical mechanics is generally generalized as a product of a general complex function and its complex Hermitian conjugate function, and the average of classical statistical mechanics is generalized as the average of the quantum mechanics. Furthermore, this paper derives three ones of the five axiom presumptions of quantum mechanics, e.g., deduces Schrȍdinger equation by two general ways, makes the three axiom presumptions into three theorems of quantum mechanics, not only solves the crisis to hard understand, but also gets new theories and new discoveries, e.g., this paper solves the crisis of the origin of the wave-particle duality, derives operators, eigenvalues and eigenstates, deduces commutation relations for coordinate and momentum as well as the time and energy, and discovers quantum mechanics is just a generalization ( mechanics ) theory of the complex square root of ( real density function of ) classical statistical mechanics. Quantum mechanics being just a generalization theory of the complex square root of classical statistical mechanics is both new physics and revolutionary discovery, which are affecting people’s deep philosophical thinking for modern physics development, solve all the crisises of quantum mechanics, quantum information and so on, and make quantum mechanics have scientific solid bases being checked and both no basic axiom presumption and no all the quantum strange incomprehensible properties, because classical statistical mechanics and the complex square root of classical statistical mechanics have the scientific solid bases being checked. In addition, this paper discovers the reason no taking the time derivative of space coordinates in Schrȍdinger equation. Therefore, this paper gives solution to the crisis of the first quantization origin, and mainly deduces quantum physics no all the quantum current strange incomprehensible properties.

Optimized preparation and regeneration of MFI type base catalysts for d-glucose isomerization in water

Eco-friendly solid bases possessing hierarchical MFI structure for d-glucose isomerization to d-fructose. Optimizing catalyst synthesis and composition for enhanced stability.

El Origen de las Enfermedades

<p><strong>[The Origin Of Diseases]</strong></p><p> </p><div><br />Resumen<br />La medicina presentó grandes avances desde la introducción de los antibióticos, de nuevos medicamentos y vacunas, y de la electrónica en modernas técnicas de diagnóstico y tratamiento.</div><div>Pero a pesar de hospitales cada día más sofisticados, las enfermedades no transmisibles como el cáncer, diabetes y enfermedades autoinmunes están en aumento.</div><div>La explicación está en conocimientos médicos de extrema importancia no reconocidos por la medicina actual. El propósito de este trabajo es recordar el aporte a la medicina de ilustres investigadores del siglo pasado, aporte que nos permitirá conocer el origen de las enfermedades y tener bases sólidas para su tratamiento.</div><div> </div><div> </div><div>Abstract<br />Medicine has undergone great development since the introduction of antibiotics, new drugs and vaccines, and in electronics with modern techniques in diagnosis and treatment.</div><div>But despite having more sophisticated hospitals, non transmissible diseases like cancer, diabetes and autoimmune diseases are on the rise.</div><div>One explanation to this relies on medical knowledge of great importance not recognized by modern medicine. The purpose of this paper is to remember the work of illustrious investigators from the past century to medicine, wish will allow us to remember the origin of diseases and therefore have solid bases for their treatment.</div>

The proxies conundrum

Purpose No systematic models are being used in empirical research that provide assurance for the choice of proxies that are being used. The purpose of this paper is to examine the validity of the proxies being used in empirical research, and as a case study, it focuses on the area of financial derivatives. Design/methodology/approach First, the authors review results of proxies from the financial derivatives literature and follow with empirical tests to confirm the findings from the review. Findings The review shows that proxies provide mixed results. The findings are further supported by the results from empirical tests. It suggests that measures used in the studies related to financial derivatives theory may need to be refined and highlights that no solid bases or tests have been developed for the proxies used to measure the constructs. Research limitations/implications As individual proxies are examined across studies, a meta-regression analysis cannot be used, and there is no other available model to capture this type of examination. The approach adopted has some limitations but provides a basis for examining the reasonableness of proxies as measures of constructs. Originality/value This is the first study that attempts to examine the strength of proxies in capturing related constructs. The methodology is unique to a review of past studies in financial derivatives. It supports the need for developing more rigorous models/bases for the measures being used, and this is an area that has been ignored in empirical research.

Potassium-incorporated mesoporous carbons: strong solid bases with enhanced catalytic activity and stability

Through chemical activation combined with the hard-templating strategy, potassium-incorporated mesoporous carbons were fabricated which showed strong basicity and enhanced catalytic performance.

Production of renewable lubricants via self-condensation of methyl ketones

Self-condensation of biomass-derived methyl ketones catalyzed by solid bases or acids produces corresponding cyclic trimers exclusively in excellent yields. Hydrogenated versions of such trimers can be good lubricants.