陈量

陈量,又名陈亮,1987年生于陕西陈仓。中国书协会员,长安书学院学术委员,西安中国书法艺术博物馆研究员,以约社成员。现为书法网编辑部主任、首席记者,策展人。书法作品获第三届全国青年书法篆刻展优秀奖;入展全国第三届行草书大展、第三届西部展、首届全国手卷展、全国邓石如展等。有文艺批评、访谈见诸专业报刊。

Effect of the Fu Zheng Method Applied by Hong-Feng CHEN on the Quality of Life in TNBC Patients and Empirical Research Based on Data Mining

Objective To preliminarily evaluate the efficacy of the Fu Zheng method(supporting resistance against pathogenic factors)applied by Professor Hong-Feng CHEN in improving the quality of life in patients with triple-negative breast cancer(TNBC)to collect and organize the traditional Chinese medicine(TCM)formulas applied by Professor Hong-Feng CHEN in the treatment of TNBC in order to explore the patterns in prescription.Methods The Functional Assessment of Cancer Therapy-Breast scale(FACT-B V4.0)were collected before and after treatment;the database and data mining platform for prescribed TCM formulas were constructed using Microsoft SQL Server 2005,and the patterns in drug pairing and combination were summarized by correlation analysis of data mining.Results The formulas improved the mean scores of the patients’physical well-being,social/family well-being,emotional well-being,physical function well-being and additional concerns(P<0.01);the drug combinations and pairs frequently used by Professor Hong-Feng CHEN were summarized.Conclusion The TCM formulas applied by Professor Hong-Feng CHEN can alleviate adverse physiological reactions,improve psychological conditions and improve function in patients.The formulas take spleen invigoration and stomach nourishment as well as blood circulation promotion and stagnation dissipation as the therapeutic principles,with simplicity in prescription and focus on care and protection the foundation of acquired constitution.

Recognition and Measurement of Losses Caused by Systematic Risk in Damages of False Statements

Based on the single-factor market model, this paper examines the confirmation basis and measurement of the losses arising from systematic risk in the civil damages of false statements. The paper argues that the systematic risk not only affects the investment in securities during times of financial crisis, but also causes losses in daily securities trading. The paper carries out an empirical analysis on the existence of fl coefficient for China＇s listed companies within a period of one year, and examines the impact of systematic risk on the losses of investors. The civil damages of false statements should take full account of the losses arising from systematic risk. After analysis, the paper uses the correlation coefficient to represent the ratio of losses arising from systematic risk of all the transactions of a particular stock during a certain period of time, and tries to develop two methods to measure the damages after adjusting the losses caused by the systematic risk. The paper has a theoretical foundation for the estimation of losses caused by systematic risk, and matches the risks and returns. The result of the paper has provided an effective method of calculation in the determination of reasonable damages in the case of China Langfang Development Co., Ltd.

Responses of the Adult Rat Glucose Metabolism to Early Life Feeding, Caloric Restriction and Refeeding

Early life overfeeding in the rat can be experimentally induced by reducing litter size. This investigation assessed the consequences of this manipulation on glucose metabolism in vivo and in isolated hepatocytes in 150-day old rats. Additionally, after body growth, the effects of caloric restriction and refeeding were tested. Adult rats from control （G9） and reduced litters （G3L） did not differ in body and fat weights, glucose tolerance or insulin resistance （insulin-induced hypoglycemia）, or hepatocyte glucose release under basal or gluconeogenic conditions. Caloric restriction （G3R） reduced body and fat weights, decreased glucose decay after insulin injection and decreased hepatocyte gluconeogenic glucose release. Refeeding after caloric restriction reversed these parameters to those of the freely-fed groups （G9 and G3L）. Taken together, these results suggest that the liver glucose metabolism is not programmed by lactational overfeeding, but rather is responsive to the current nutritional condition of the animal.

Analysis on Mathematics Teaching Goal Design Technology and Its Detection

Teaching goal design is an important link of teaching design, which has the teaching, learning and measurement function. How to establish the appropriate teaching goal and properly state to enhance its guidance and detection function are the important tasks of teaching design. This paper makes a programming and systematic analysis on the aspects of teaching goal design theory, teaching goal statement mode and technology, teaching goal statement and design and teaching goal design detection.

Effects of two medicinal plants Psidium guajava L. (Myrtaceae) and Diospyros mespiliformis L. (Ebenaceae) leaf extracts on rat skeletal muscle cells in primary culture

Crude decoction, aqueous and ethanolic extracts of two medicinal plants （Psidiura guajava and Diospyros raespiliformis）, widely used in the central plateau of Burkina Faso to treat many diseases were evaluated for their antagonistic effects on caffeine induced calcium release from sarcoplasmic reticulum of rat skeletal muscle cells. These different extracts showed a decrease of caffeine induced calcium release in a dose dependent manner. Comparison of the results showed that Psidiura guajava leaf extracts are more active than extracts of Diospyros mespiliformis and that crude decoctions show better inhibitory activity. The observed results could explaine their use as antihypertensive and antidiarrhoeal agents in traditional medicine, by inhibiting intracellular calcium release.

Integrating Urban Metabolism With Landscape Disciplines by Applying Technomass

Urban metabolism provides a robust framework for analyzing urban development and its impacts.However,several conceptual and operational shortcomings have constrained the application of urban metabolism in understanding the overall urban processes,limiting the transfer of its potential benefits to design and planning.This article systematically analysed the rationale of the current urban metabolism models,focusing on four prevailing shortcomings from a transdisciplinary perspective:1)utilizing an isolated state approach,which treats urban systems as isolated from other ecosystems;2)ignoring internal processes within urban systems,known as the black box paradox;3)employing a linear material approach that focuses on the path of single materials;and 4)overlooking the material productivity of urban systems,where energy and materials entering the system are used to reproduce the urban material structure and generate goods and tradable products.While these issues have been identified individually in existing scientific literature,there is a lack of holistic solutions.This article proposes an enhanced urban metabolism analytical approachDthe ecosystem approach applying atechnomassoDto address these shortcomings and provide practical solutions in landscape architecture and planning disciplines for sustainable urban development.

走向时空之途——关于书法的精神物质和远景

陈量对话沃兴华时间:2014年12月9日地点:上海楔子从上个世纪书法的各种流派的产生到如今,书法本质上没有得到新一轮的探讨。关于书法理念的深入没有在上个世纪九十年代的基础上向前拓展,反而大大后退,书法研究和探索到了前所未有的失语状态。而在整个书法界,一提到沃兴华,人们便会以"流行书风"、"极具争议"、"丑书"、"形式构成"等等标签往上贴。这个对话来源于一次长时间的交谈,来源于对书法史写作。

楚默访谈——书法形式美学

<正>书法研究从外部转向内部陈量(以下称"陈"):国人的书学研究,研究书法史,探究历史上的书法兴衰,探讨书体、书风的沿革,乃至笔法的发展,笔、墨、纸、砚等媒介材料,相对书法的形式探讨甚少,您的《书法形式美学》

Khler Finsler Metrics Are Actually Strongly Khler

In this paper, the Kahler conditions of the Chern-Finsler connection in complex Finsler geometry are studied, and it is proved that Kahler Finsler metrics are actually strongly Kahler.

Laplacian on Complex Finsler Manifolds

In this paper, the Laplacian on the holomorphic tangent bundle T 1,0 M of a complex manifold M endowed with a strongly pseudoconvex complex Finsler metric is defined and its explicit expression is obtained by using the Chern Finsler connection associated with (M, F ). Utilizing the initiated "Bochner technique", a vanishing theorem for vector fields on the holomorphic tangent bundle T 1,0 M is obtained.

Salvianolic acids improve liver lipid metabolism in ovariectomized rats via blocking STAT-3/SREBP1 signaling

Postmenopausal women, who have reduced circulating estrogen levels, are more prone to develop obesity and related metabolic diseases than premenopausal women. The absence of safe and effective treatments for postmenopausal obesity has changed the focus to natural products as alternative remedies. Total salvianolic acids(TSA) are the major water-soluble ingredients of Danshen. Salvianolic acid(SA) is the major constituent of the TSA. Salvianolic acids, including TSA and SA, are widely used in traditional Chinese medicine. In the present study, ovariectomized rats and LO2 cells were used to study the effects of salvianolic acids on body weight gain and hepatic steatosis. Salvianolic acids reduced ovariectomy(OVX)-induced body weight gain, attenuated the expressions of hepatic lipogenic genes, such as sterol regulatory element binding protein(SREBP)1, fatty acid synthase(FAS), and stearoyl-CoA desaturase(SCD)1, and decreased the liver triglyceride(TG) and total cholesterol(TC). For the molecular mechanisms, OVX and high glucose-induced phosphorylation of signal transducer and activator of transcription(STAT)-3 was inhibited by salvianolic acids treatment. In LO2 cells, inhibition of STAT-3 by siRNA attenuated the increased expression of SREBP1 and TG induced by high glucose. Salvianolic acids reduced the upregulation of SREBP1 and TG induced by high glucose in LO2 cells. In conclusion, these findings illustrated that salvianolic acids markedly alleviated the lipid metabolism disorders and protected against the postmenopausal obesity. The underlying mechanism was probably associated with the regulation of STAT-3 signaling.

From projective representations to quasi-quantum groups

This is a contribution to the project of quiver approaches to quasi-quantum groups.We classify Majid bimodules over groups with 3-cocycles by virtue of projective representations.This leads to a theoretic classification of graded pointed Majid algebras over path coalgebras,or equivalently cofree pointed coalgebras,and helps to provide a projective representation-theoretic description of the gauge equivalence of graded pointed Majid algebras.We apply this machinery to construct some concrete examples and obtain a classification of finite-dimensional graded pointed Majid algebras with the set of group-likes equal to the cyclic group of order 2.

s-ordering operator expansions of quantum-mechanical fundamental representations and their applications

We show that the quantum-mechanical fundamental representations, say, the coordinate representation, the coherent state representation, the Fan-Klauder entangled state representation can be recast into s-ordering operator expansion, which is elegant in form and has many applications in deriving new operator identities. This demonstrates that Dirac's symbolic method can be merged into Newton-Leibniz integration theory in a broad way.