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Topic Review
Gall Stone Dissolving Plants
Medicinal plants have been known for thousands of years and are highly esteemed throughout the world as a rich source of therapeutic agents for the prevention and cure of diseases. There is large number of population suffers from gall stone. Gall stones problem is now being increased significantly due to changes in living style and conditions i.e. industrialization and malnutrition. Medicinal plants are used from centuries due to its, cultural acceptability, efficacy, safety and lesser side effects as compared to synthetic drugs.
  • 3.9K
  • 15 Aug 2022
Topic Review
Bodhisattva Precepts
The Bodhisattva Precepts (traditional Chinese: 菩薩戒; ; pinyin: Púsà Jiè, Japanese: bosatsukai) are a set of moral codes used in Mahayana Buddhism to advance a practitioner along the path to becoming a Bodhisattva. Traditionally, monastics observed the basic moral code in Buddhism, the Prātimokṣa (such as that of the Dharmaguptaka), but in the Mahayana tradition, monks may observe the Bodhisattva Precepts as well.
  • 3.9K
  • 16 Nov 2022
Topic Review
Greek Old Calendarists
Greek Old Calendarists (Greek: Παλαιοημερολογίτες, Paleoimerologites), sometimes abbreviated as GOC ("Genuine Orthodox Christians"), are groups of Old Calendarist Orthodox Christians that remained committed to the traditional Orthodox practice and are not in communion with many other Orthodox churches such as the Orthodox Church of Greece, the Patriarchate of Constantinople, or the Church of Cyprus. The split began with a disagreement over the abandonment of the traditional church calendar (also called the Julian calendar) in preference to the adoption of the Revised Julian calendar which is similar to the papal Gregorian calendar but will pull ahead by one day in the year 2800 and over other liturgical reforms that were introduced.
  • 3.9K
  • 24 Nov 2022
Topic Review
Noise Removal Filter for LiDAR Point Clouds
Light Detection and Ranging (LiDAR) is a critical sensor for autonomous vehicle systems, providing high-resolution distance measurements in real-time. However, adverse weather conditions such as snow, rain, fog, and sun glare can affect LiDAR performance, requiring data preprocessing.
  • 3.9K
  • 24 May 2023
Topic Review
HBase Storage Architecture
HBase is the top option for storing huge data. HBase has been selected for several purposes, including its scalability, efficiency, strong consistency support, and the capacity to support a broad range of data models.
  • 3.9K
  • 21 Feb 2021
Topic Review
Application of Zeolite in Cancer Therapy
Zeolites and zeolitic imidazolate frameworks (ZIFs) are widely studied as drug carrying nanoplatforms to enhance the specificity and efficacy of traditional anticancer drugs. 
  • 3.9K
  • 29 Dec 2021
Topic Review
Applications of VR
Applications of VR (also known as virtual reality) can be found in fields as diverse as entertainment, marketing, education, medicine, and many others. They provide numerous possibilities for users to explore virtual realities for various purposes.
  • 3.9K
  • 01 Dec 2022
Topic Review
The Physics of Flows in a Curved Channel
Microchannels with curved geometries have been employed for many applications in microfluidic devices in the past decades. The Dean vortices generated in such geometries have been manipulated using different methods to enhance the performance of devices in applications such as mixing, droplet sorting, and particle/cell separation. Understanding the effect of the manipulation method on the Dean vortices in different geometries can provide crucial information to be employed in designing high-efficiency microfluidic devices.
  • 3.9K
  • 25 Dec 2023
Topic Review
Scale Relativity
Scale relativity is a geometrical and fractal space-time physical theory. Relativity theories (special relativity and general relativity) are based on the notion that position, orientation, movement and acceleration cannot be defined in an absolute way, but only relative to a system of reference. The scale relativity theory proposes to extend the concept of relativity to physical scales (time, length, energy, or momentum scales), by introducing an explicit "state of scale" in coordinate systems. This extension of the relativity principle using fractal geometries to study scale transformations was originally introduced by Laurent Nottale, based on the idea of a fractal space-time theory first introduced by Garnet Ord, and by Nottale and Jean Schneider. The construction of the theory is similar to previous relativity theories, with three different levels: Galilean, special and general. The development of a full general scale relativity is not finished yet.
  • 3.9K
  • 14 Oct 2022
Topic Review
Wearable User Interface
Making a wearable robot is one of the most important research issues, not only in the bio-mimicking robotics area but also in the conventional robotics or haptics area. There are many advantages for using DEAs for wearable interfaces, such as their small size, flexibility, softness, and customizability. Many wearable haptic interfaces using Dielectric Elastomer Actuators such as tactile displays or vibrotactile displays were suggested from the previous researches. However, there are several challenges in the use of DEAs as actuators embedded into wearable devices such as high driving voltage and low output force compare to the motor based actuator. 
  • 3.9K
  • 01 Nov 2020
Topic Review
Proportionality (Law)
Proportionality is a general principle in law which covers several special (although related) concepts. The concept of proportionality is used as a criterion of fairness and justice in statutory interpretation processes, especially in constitutional law, as a logical method intended to assist in discerning the correct balance between the restriction imposed by a corrective measure and the severity of the nature of the prohibited act. Within criminal law, it is used to convey the idea that the punishment of an offender should fit the crime. Under international humanitarian law governing the legal use of force in an armed conflict, proportionality and distinction are important factors in assessing military necessity.
  • 3.9K
  • 11 Oct 2022
Topic Review
Nimbarka Sampradaya
The Nimbarka Sampradaya (IAST: Nimbārka Sampradāya, Sanskrit निम्बार्क सम्प्रदाय), also known as the Hamsa Sampradāya, Kumāra Sampradāya, Catuḥ Sana Sampradāya and Sanakādi Sampradāya, is one of the four Vaiṣṇava Sampradāyas. It was founded by Nimbarka (c.7th century CE), and teaches the Vaishnava theology of Dvaitadvaita (dvaita-advaita) or "dualistic non-dualism." Dvaitadvaita states that humans are both different and non-different from Isvara, God or Supreme Being, and is also known as Bhedābheda (bheda-abheda) philosophy.
  • 3.9K
  • 10 Nov 2022
Topic Review
Malfatti Circles
In geometry, the Malfatti circles are three circles inside a given triangle such that each circle is tangent to the other two and to two sides of the triangle. They are named after Gian Francesco Malfatti, who made early studies of the problem of constructing these circles in the mistaken belief that they would have the largest possible total area of any three disjoint circles within the triangle. Malfatti's problem has been used to refer both to the problem of constructing the Malfatti circles and to the problem of finding three area-maximizing circles within a triangle. A simple construction of the Malfatti circles was given by (Steiner 1826), and many mathematicians have since studied the problem. Malfatti himself supplied a formula for the radii of the three circles, and they may also be used to define two triangle centers, the Ajima–Malfatti points of a triangle. The problem of maximizing the total area of three circles in a triangle is never solved by the Malfatti circles. Instead, the optimal solution can always be found by a greedy algorithm that finds the largest circle within the given triangle, the largest circle within the three connected subsets of the triangle outside of the first circle, and the largest circle within the five connected subsets of the triangle outside of the first two circles. Although this procedure was first formulated in 1930, its correctness was not proven until 1994.
  • 3.9K
  • 09 Oct 2022
Topic Review
Market Power
In economics, market power refers to the ability of a firm to influence the price at which it sells a product or service to increase economic profit. In other words, market power occurs if a firm does not face a perfectly elastic demand curve and can set its price (P) above marginal cost (MC) without losing sales. This indicates that the magnitude of market power is associated with the gap between P and MC at a firm's profit maximising level of output. Such propensities contradict perfectly competitive markets, where market participants have no market power, P = MC and firms earn zero economic profit. Market participants in perfectly competitive markets are consequently referred to as 'price takers', whereas market participants that exhibit market power are referred to as 'price makers' or 'price setters'. A firm with market power has the ability to individually affect either the total quantity or price in the market. This said, market power has been seen to exert more upward pressure on prices due to effects relating to Nash equilibria and profitable deviations that can be made by raising prices. Price makers face a downward-sloping demand curve and as a result, price increases lead to a lower quantity demanded. The decrease in supply creates an economic deadweight loss (DWL) and a decline in consumer surplus. This is viewed as socially undesirable and has implications for welfare and resource allocation as larger firms with high markups negatively effect labour markets by providing lower wages. Perfectly competitive markets do not exhibit such issues as firms set prices that reflect costs, which is to the benefit of the customer. As a result, many countries have antitrust or other legislation intended to limit the ability of firms to accrue market power. Such legislation often regulates mergers and sometimes introduces a judicial power to compel divestiture. Market power provides firms with the ability to engage in unilateral anti-competitive behavior. As a result, legislation recognises that firms with market power can, in some circumstances, damage the competitive process. In particular, firms with market power are accused of limit pricing, predatory pricing, holding excess capacity and strategic bundling. A firm usually has market power by having a high market share although this alone is not sufficient to establish the possession of significant market power. This is because highly concentrated markets may be contestable if there are no barriers to entry or exit. Invariably, this limits the incumbent firm's ability to raise its price above competitive levels. If no individual participant in the market has significant market power, anti-competitive conduct can only take place through collusion, or the exercise of a group of participants' collective market power. An example of which was seen in 2007, when British Airways was found to have colluded with Virgin Atlantic between 2004 and 2006, increasing their surcharges per ticket from £5 to £60. Regulators are able to assess the level of market power and dominance a firm has and measure competition through the use of several tools and indicators. Although market power is extremely difficult to measure, through the use of widely used analytical techniques such as concentration ratios, the Herfindahl-Hirschman index and the Lerner index, regulators are able to oversee and attempt to restore market competitiveness.
  • 3.9K
  • 19 Oct 2022
Biography
Albert Einstein
Albert Einstein, born on March 14, 1879, in Ulm, Germany, is widely regarded as one of the most brilliant scientists in human history. His groundbreaking contributions to physics revolutionized our understanding of the universe and earned him worldwide acclaim. Einstein's life and work remain a source of inspiration and fascination, making him an iconic figure in the realm of science and beyond
  • 3.9K
  • 21 Feb 2024
Topic Review
Hereditary Hemochromatosis
The environment and the human genome are closely entangled and many genetic variations that occur in human populations are the result of adaptive selection to ancestral environmental (mainly dietary) conditions. However, the selected mutations may become maladaptive when environmental conditions change, thus becoming candidates for diseases. Hereditary hemochromatosis (HH) is a potentially lethal disease leading to iron accumulation mostly due to mutations in the HFE gene. Indeed, homozygosity for the C282Y HFE mutation is associated with the primary iron overload phenotype. However, both penetrance of the C282Y variant and the clinical manifestation of the disease are extremely variable, suggesting that other genetic, epigenetic and environmental factors play a role in the development of HH, as well as, and in its progression to end-stage liver diseases. Alcohol consumption and dietary habits may impact on the phenotypic expression of HFE-related hemochromatosis. Indeed, dietary components and bioactive molecules can affect iron status both directly by modulating its absorption during digestion and indirectly by the epigenetic modification of genes involved in its uptake, storage and recycling. Thus, the premise of this review is to discuss how environmental pressures led to the selection of HFE mutations and whether nutritional and lifestyle interventions may exert beneficial effects on HH outcomes and comorbidities.
  • 3.9K
  • 13 Nov 2021
Topic Review
Karhunen–Loève Theorem
In the theory of stochastic processes, the Karhunen–Loève theorem (named after Kari Karhunen and Michel Loève), also known as the Kosambi–Karhunen–Loève theorem is a representation of a stochastic process as an infinite linear combination of orthogonal functions, analogous to a Fourier series representation of a function on a bounded interval. The transformation is also known as Hotelling transform and eigenvector transform, and is closely related to principal component analysis (PCA) technique widely used in image processing and in data analysis in many fields. Stochastic processes given by infinite series of this form were first considered by Damodar Dharmananda Kosambi. There exist many such expansions of a stochastic process: if the process is indexed over [a, b], any orthonormal basis of L2([a, b]) yields an expansion thereof in that form. The importance of the Karhunen–Loève theorem is that it yields the best such basis in the sense that it minimizes the total mean squared error.
  • 3.9K
  • 08 Nov 2022
Topic Review
Stereolithography
Being the earliest form of Additive manufacturing, Stereolithography (SLA) fabricates 3D objects by selectively solidifying the liquid resin through photopolymerization reaction. The ability to fabricate objects with high accuracy as well as a wide variety of materials brings much attention to stereolithography. Since its invention in 1980s, SLA underwent four generations of major technological innovation over the past 40 years. These innovations have thus result in a diversifies range of stereolithography systems with dramatically improved resolution, throughput, and materials selection for creating complex 3D objects and devices. In this paper, we review the four generations stereolithography processes, which are scanning, projection, continuous and volumetric stereolithography. For each generation, representative stereolithography system configurations are also discussed in detail. In addition, other derivative technologies, such as scanning-projection, multi-material, and magnetically assisted stereolithography processes, are also included in this review.
  • 3.9K
  • 16 Sep 2020
Topic Review
Digital Tourism
"Digital travel" refers to how we use digital tools to organize, manage and even enjoy travel experiences. So "digital tourism" harnesses all the tools of digital transformation to change the way we travel and how the industry itself operates. Nowadays tourism experience integrates augmented reality, virtual reality and even mixed realities, enabling in real time different kinds of interaction - online and off line - thus creating immersive unique experiences that combine digital and real heritage.
  • 3.9K
  • 21 Mar 2022
Topic Review
Other
In phenomenology, the terms the Other and the Constitutive Other identify the other human being, in their differences from the Self, as being a cumulative, constituting factor in the self-image of a person; as acknowledgement of being real; hence, the Other is dissimilar to and the opposite of the Self, of Us, and of the Same. The Constitutive Other is the relation between the personality (essential nature) and the person (body) of a human being; the relation of essential and superficial characteristics of personal identity that corresponds to the relationship between opposite, but correlative, characteristics of the Self, because the difference is inner-difference, within the Self. The condition and quality of Otherness (the characteristics of the Other) is the state of being different from and alien to the social identity of a person and to the identity of the Self. In the discourse of philosophy, the term Otherness identifies and refers to the characteristics of Who? and What? of the Other, which are distinct and separate from the Symbolic order of things; from the Real (the authentic and unchangeable); from the æsthetic (art, beauty, taste); from political philosophy; from social norms and social identity; and from the Self. Therefore, the condition of Otherness is a person's non-conformity to and with the social norms of society; and Otherness is the condition of disenfranchisement (political exclusion), effected either by the State or by the social institutions (e.g., the professions) invested with the corresponding socio-political power. Therefore, the imposition of Otherness alienates the person labelled as "the Other" from the centre of society, and places him or her at the margins of society, for being the Other. The term Othering describes the reductive action of labelling and defining a person as a subaltern native, as someone who belongs to the socially subordinate category of the Other. The practice of Othering excludes persons who do not fit the norm of the social group, which is a version of the Self; likewise, in human geography, the practice of othering persons means to exclude and displace them from the social group to the margins of society, where mainstream social norms do not apply to them, for being the Other.
  • 3.9K
  • 09 Nov 2022
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