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Molecular Mysticism

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Christian mysticism Christian mysticism refers to the development of mystical practices and theory within Christianity. It has often been connected to mystical theology, especially in the Catholic and Eastern Orthodox traditions. The attributes and means by which Christian mysticism is studied and practiced are varied and range from ecstatic visions of the soul's mystical union with God to simple prayerful contemplation of Holy Scripture (i.e., Lectio Divina). Etymology[edit] "Mysticism" is derived from the Greek μυω, meaning "to conceal",[1] and its derivative μυστικός, mystikos, meaning 'an initiate'. In the Hellenistic world, a "mystikos" was an initiate of a mystery religion. In early Christianity the term "mystikos" referred to three dimensions, which soon became intertwined, namely the biblical, the liturgical and the spiritual or contemplative. Definition[edit] Presence[edit] Presence versus experience[edit] Personal transformation[edit] Social constructionism[edit] Development[edit] Gospels[edit]

Not Even Wrong: Peter Woit's blog on General Physics Graham Farmelo has posted a very interesting interview he did with Witten last year, as part of his promotion of his forthcoming book The Universe Speaks in Numbers. One surprising thing I learned from the interview is that Witten learned Calculus when he was 11 (this would have been 1962). He quite liked that, but then lost interest in math for many years, since no one gave him more advanced material to study. After years of studying non math/physics subjects and doing things like working on the 1972 McGovern campaign, he finally realized physics and math were where his talents lay. If only back in 1962 someone had told Witten about linear algebra and quantum mechanics, the entire history of the subject could have been quite different. A lesson for all parents: if your child is an off-the-scale genius, learning Calculus at age 11, don’t even think about trying to give them a normal childhood. I did though find some of the later parts of the interview quite depressing.

Baphomet "Bahomet" redirects here. It is not to be confused with Bahamut. The 19th century image of a Sabbatic Goat, created by Eliphas Levi. The arms bear the Latin words SOLVE (separate) and COAGULA (join together), i.e., the power of "binding and loosing" usurped from God and, according to Catholic tradition, from the ecclesiastical hierarchy acting as God's representative on Earth. The original goat pentagram first appeared in the book "La Clef de la Magie Noire" by French occultist Stanislas de Guaita, in 1897. This symbol would later become synonymous with Baphomet, and is commonly referred to as the Goat of Mendes or Sabbatic Goat. Baphomet (/ˈbæfɵmɛt/; from Medieval Latin Baphometh, Baffometi, Occitan Bafometz) is a term originally used to describe an idol or other deity that the Knights Templar were accused of worshiping, and that subsequently was incorporated into disparate occult and mystical traditions. §History[edit] The name Baphomet comes up in several of these confessions.

Pontecorvo–Maki–Nakagawa–Sakata matrix In particle physics, the Pontecorvo–Maki–Nakagawa–Sakata matrix (PMNS matrix), Maki–Nakagawa–Sakata matrix (MNS matrix), lepton mixing matrix, or neutrino mixing matrix, is a unitary matrix[note 1] which contains information on the mismatch of quantum states of leptons when they propagate freely and when they take part in the weak interactions. It is important in the understanding of neutrino oscillations. This matrix was introduced in 1962 by Ziro Maki, Masami Nakagawa and Shoichi Sakata,[1] to explain the neutrino oscillations predicted by Bruno Pontecorvo.[2][3] The matrix[edit] On the left are the neutrino fields participating in the weak interaction, and on the right is the PMNS matrix along with a vector of the neutrino fields diagonalizing the neutrino mass matrix. Based on less current data (28 June 2012) mixing angles are:[7] where NH indicates normal hierarchy and IH inverted hierarchy in the mass spectrum with and These values lead to following PMNS matrices: See also[edit]

Language of the birds In mythology, medieval literature and occultism, the language of the birds is postulated as a mystical, perfect divine language, green language, adamic language, enochian language, angelic language or a mythical or magical language used by birds to communicate with the initiated. History[edit] In Indo-European religion, the behavior of birds has long been used for the purposes of divination by augurs. According to a suggestion by Walter Burkert, these customs may have their roots in the Paleolithic when, during the Ice Age, early humans looked for carrion by observing scavenging birds.[1] There are also examples of contemporary bird-human communication and symbiosis. Ukrainian language is known as "nightingale speech" amongst its speakers. Mythology[edit] Norse mythology[edit] In Norse mythology, the power to understand the language of the birds was a sign of great wisdom. The legendary king of Sweden Dag the Wise was so wise that he could understand what birds said. Greek mythology[edit]

Technicolor (physics) Technicolor theories are models of physics beyond the standard model that address electroweak gauge symmetry breaking, the mechanism through which W and Z bosons acquire masses. Early technicolor theories were modelled on quantum chromodynamics (QCD), the "color" theory of the strong nuclear force, which inspired their name. In order to produce quark and lepton masses, technicolor has to be "extended" by additional gauge interactions. Much technicolor research focuses on exploring strongly interacting gauge theories other than QCD, in order to evade some of these challenges. Experiments at the Large Hadron Collider are expected to discover the mechanism responsible for electroweak symmetry breaking, and will be critical for determining whether the technicolor framework provides the correct description of nature. The mechanism for the breaking of electroweak gauge symmetry in the Standard Model of elementary particle interactions remains unknown. forms. . Here, at the scale μ. . and .

Doppelgänger In fiction and folklore, a doppelgänger or doppelgaenger (/ˈdɒp(ə)lˌɡɛŋə/ or /-ˌɡæŋə/; German: [ˈdɔpəlˌɡɛŋɐ] ( ), literally "double-goer") is a look-alike or double of a living person who is sometimes portrayed as a harbinger of bad luck. In some traditions, a doppelgänger seen by a person's relative or friend portends illness or danger while seeing one's own doppelgänger is said to be an omen of death. In contemporary vernacular, the word doppelgänger is often used in a more general sense to identify any person that physically or perhaps even behaviorally resembles another person. Spelling[edit] The word doppelgänger is a loanword from German Doppelgänger, consisting of the two substantives Doppel (double) Gänger (walker or goer).[1][2] The singular and plural form are the same in German, but English usually prefers the plural "doppelgangers." Mythology[edit] In Norse mythology, a vardøger is a ghostly double who precedes a living person and is seen performing their actions in advance.

Pontryagin duality In mathematics, specifically in harmonic analysis and the theory of topological groups, Pontryagin duality explains the general properties of the Fourier transform on locally compact groups, such as R, the circle, or finite cyclic groups. The Pontryagin duality theorem itself states that locally compact groups identify naturally with their bidual. The subject is named after Lev Semenovich Pontryagin who laid down the foundations for the theory of locally compact abelian groups and their duality during his early mathematical works in 1934. Introduction[edit] Pontryagin duality places in a unified context a number of observations about functions on the real line or on finite abelian groups: The theory, introduced by Lev Pontryagin and combined with Haar measure introduced by John von Neumann, André Weil and others depends on the theory of the dual group of a locally compact abelian group. Locally compact abelian groups[edit] Examples[edit] Examples of locally compact abelian groups are: . . .

Mysticism Votive plaque depicting elements of the Eleusinian Mysteries, discovered in the sanctuary at Eleusis (mid-4th century BC) Mysticism ( pronunciation ) is "a constellation of distinctive practices, discourses, texts, institutions, traditions, and experiences aimed at human transformation, variously defined in different traditions."[web 1] The term "mysticism" has Western origins, with various, historically determined meanings. In modern times, "mysticism" has acquired a limited definition,[web 2] but a broad application,[web 2] as meaning the aim at the "union with the Absolute, the Infinite, or God". Since the 1960s, a scholarly debate has been ongoing in the scientific research of "mystical experiences" between perennial and constructionist approaches. Etymology[edit] "Mysticism" is derived from the Greek μυω, meaning "I conceal",[web 1] and its derivative μυστικός, mystikos, meaning 'an initiate'. Definitions[edit] Spiritual life and re-formation[edit] According to Gellmann, D.J. And James R.

Cabibbo–Kobayashi–Maskawa matrix The matrix[edit] A pictorial representation of the six quarks' decay modes, with mass increasing from left to right. In 1963, Nicola Cabibbo introduced the Cabibbo angle (θc) to preserve the universality of the weak interaction.[1] Cabibbo was inspired by previous work by Murray Gell-Mann and Maurice Lévy,[2] on the effectively rotated nonstrange and strange vector and axial weak currents, which he references.[3] In light of current knowledge (quarks were not yet theorized), the Cabibbo angle is related to the relative probability that down and strange quarks decay into up quarks (|Vud|2 and |Vus|2 respectively). or using the Cabbibo angle: Using the currently accepted values for |Vud| and |Vus| (see below), the Cabbibo angle can be calculated using The Cabibbo angle represents the rotation of the mass eigenstate vector space formed by the mass eigenstates into the weak eigenstate vector space formed by the weak eigenstates . θC = 13.02°. or using the Cabibbo angle: or using the Cabibbo angle

Fredkin finite nature hypothesis In digital physics, the Fredkin Finite Nature Hypothesis states that ultimately all quantities of physics, including space and time, are discrete and finite. All measurable physical quantities arise from some Planck scale substrate for multiverse information processing. Also, the amount of information in any small volume of spacetime will be finite and equal to a small number of possibilities.[1] Conceptions[edit] Stephen Wolfram in A New Kind of Science, Chapter 9, considered the possibility that energy and spacetime might be secondary derivations from an informational substrate underlying the Planck scale. Fredkin's ideas on inertia[edit] According to Fredkin, "the computational substrate of quantum mechanics must have access to some sort of metric to create inertial motion. See also[edit] References[edit] External links[edit]

Scharnhorst effect The Scharnhorst effect is a hypothetical phenomenon in which light signals travel faster than c between two closely spaced conducting plates. It was predicted by Klaus Scharnhorst of the Humboldt University of Berlin, Germany, and Gabriel Barton of the University of Sussex in Brighton, England. They showed using quantum electrodynamics that the effective refractive index, at low frequencies, in the space between the plates was less than 1 (which by itself does not imply superluminal signaling). Explanation[edit] Owing to Heisenberg's uncertainty principle, an empty space which appears to be a true vacuum is actually filled with virtual subatomic particles. A prediction made by this assertion is that the speed of a photon will be increased if it travels between two Casimir plates.[2] Because of the limited amount of space between the two plates, some virtual particles present in vacuum fluctuations will have wavelengths that are too large to fit between the plates. Causality[edit]

Digital physics Digital physics is grounded in one or more of the following hypotheses; listed in order of decreasing strength. The universe, or reality: History[edit] The hypothesis that the universe is a digital computer was pioneered by Konrad Zuse in his book Rechnender Raum (translated into English as Calculating Space). The term digital physics was first employed by Edward Fredkin, who later came to prefer the term digital philosophy.[3] Others who have modeled the universe as a giant computer include Stephen Wolfram,[4] Juergen Schmidhuber,[5] and Nobel laureate Gerard 't Hooft.[6] These authors hold that the apparently probabilistic nature of quantum physics is not necessarily incompatible with the notion of computability. Related ideas include Carl Friedrich von Weizsäcker's binary theory of ur-alternatives, pancomputationalism, computational universe theory, John Archibald Wheeler's "It from bit", and Max Tegmark's ultimate ensemble. Overview[edit] Weizsäcker's ur-alternatives[edit]