Having previously attempted to break down 'tryp from all other angels the following will try to break Tryp-t-amine and O-phan and their third wheel Serotonin down with single letter coding possibilities whilst examining some of the letters and linguistic particulars removed from the International Phonetic Alphabet, (IPA) to prevent the truth coming out. This and the fact it is almost impossible to access original work on the following substances is highly suspicious. For instance 'ƭ̢ɹ𐤅 followed by ƭ and then perhaps ∅ could have been spelt with any combination of the following which would have greater influence on it's intended meaning and interpretation than my capacity to articulate:
ƭ̢ / ƭ ɹ ʮ ƥ / ᶑ̥
Additionally, which in principle possibly relates to that little upside down ɹ...
0, ∅ or Ø Null onset's are forbidden of have been removed from IPA along with code and ῳ, ɷ
Acording to the Oxford Dictionary "The earliest known use of the noun tryptamine is in the 1920s. OED's earliest evidence for tryptamine is from 1929, in the writing of Ross Gortner. British English ˈtrɪptəmɪn
The bold roman capital ɪ in the oxford variant likely means iota. However, I would expect the original form was
ω ∫∬ ∯∬ ∯ ⊖ ∅ ∂ ⊤ γ Г Σ ϒ ʄ ∮ ˕ ᐪ ᐁ ҩ δ γ α β ∃ ∈ ∩
Ammine in American English (ˈæmin; ˈæmɪn; æˈmin) noun Chemistry
see also amine
2. any compound containing this molecule
DMT and other TRYP's such as Tryptophan and Serotonin most likely possess any combination of at least one of three Group 6 transitional metal capable of coordination complexes with Serotonin presumably possessing α-tungsten (common) and/or perhaps with tryptamine the rare β-tungsten atoms or ions, etc.
W is the letter representing the periodic element Tungsten which glows Heteropoly-molybdenum blue like magic mushrooms .
reduced heteropolymolybdate complexes, polyoxometalates containing Mo(V), Mo(VI), and a hetero atom such as phosphorus or silicon
reduced isopolymolybdate complexes, polyoxometalates containing Mo(V), Mo(VI) formed when solutions of Mo(VI) are reduced
a blue pigment containing molybdenum(VI) oxide
Of the new Group 6, numbered by IUPAC style, is a group of elements in the periodic table. Its members are chromium (Cr), molybdenum (Mo), tungsten (W), and seaborgium (Sg). These are all transition metals and chromium, molybdenum and tungsten are refractory metals.
The electron configuration of these elements do not follow a unified trend, though the outermost shells do correlate with trends in chemical behavior:
Tungsten (also called wolfram)[12][13] is a chemical element; it has symbol W and atomic number.
Amine in British English (əˈmiːn , ˈæmɪn ) noun
Ə ə Latin schwa, used to transliterate Azerbaijani's Cyrillic schwa and 1927—1940 Turkmen's schwa.
æ Noun
(Scholastic philosophy) The temporalmode of existence between time and eternity, said to be experienced by angels, saints, and celestial bodies(which medieval astronomy believed to be unchanging).
∃ 1. Denotes existential quantification and is read "there exists ... such that". If E is a logical predicate, ∃x E means that there exists at least one value of x for which E is true.
'mēn God [3]
In chemistry:
the prefix given in IUPAC nomenclature for a bridging ligand
Mathematics
"μ" is conventionally used to denote certain things; however, any Greek letter or other symbol may be used freely as a variable name.
a measure in measure theory
the degree of membership in a fuzzy set
the Möbius function in number theory
the population mean or expected value in probability and statistics
Physics and engineering
In classical physics and engineering:
the coefficient of friction (also used in aviation as braking coefficient (see Braking action))
reduced mass in the two-body problem
Standard gravitational parameter in celestial mechanics
linear density, or mass per unit length, in strings and other one-dimensional objects
permeability in electromagnetism
the magnetic dipole moment of a current-carrying coil
dynamic viscosity in fluid mechanics
the amplification factor or voltage gain of a triode vacuum tube[6]
the electrical mobility of a charged particle
the rotor advance ratio, the ratio of aircraft airspeed to rotor-tip speed in rotorcraft[7][8]
the pore water pressure in saturated soil
In particle physics:
the elementary particles called the muon and antimuon
In thermodynamics:
the chemical potential of a system or component of a system
ē / ē / Scientific
An irrational number, with a numerical value of 2.718281828459…. It is mathematically defined as the limit of (1 + 1 n ) n as n grows infinitely large. It is the base of natural logarithms and has many applications in mathematics, especially in expressions involving exponential growth and decay.Letter
ē (lower case, upper case Ē)
(linguistics) Letter used for transcription of Ancient Greek letter Η / η.
∈ Denotes set membership, and is read "is in", "belongs to", or "is a member of". That is, means that x is an element of the set S
The symbol i in mathematical equations may refer to;
Imaginary unit (i), for which i2 = -1
Imaginary number
Complex number
i, an index variable in a matrix
.ŋ ∩ Denotes set-theoretic intersection, that is, is the set formed by the elements of both A and B. That is, .
3. In topology, denotes the connected sum of two manifolds or two knots. M#N (Roman ittalic) (domain of the function S ʄ) (P and Q are two points in a Euclidean space) , . Often used, mainly in physics, for denoting an expected value. In probability theory, E (x) is generally used instead S.
א (aleph)
With an ordinal i as a subscript, denotes the ith aleph number, that is the the infinite cardinal. For example, is the smallest infinite cardinal, that is, the cardinal of the natural numbers.
T ƭ̢ ƭ Both variations removed from IPA meaning miniscule
(b) Used in broad transcription for any rhotic consonant, e.g. in English, French or Japanese where the ⟨r⟩ is not a trill [r].
(d) (superscript, obsolete) a non-trilled rhotic coloration or offglide of a vowel; a rhotic vowel, now formed with ⟨◌˞⟩ or a more-precise transcription such as ⟨ʴ⟩ – see ⟨ʳ⟩. [
(chemistry) of a tactic diad, having structural units in opposition.
ʳ
r Could be a nuber of things such as a greek Gamma 𝚪
Lowercase
The lowercase letter is used as a symbol for:
Chromatic number of in graph theory
The photon, the elementary particle of light and other electromagnetic radiation
The 434 nm spectral line in the Balmer series
The Lorentz factor in the theory of relativity
In mathematics, the lower incomplete gamma function
The Euler–Mascheroni constant ≈ 0.57721566490153286
The heat capacity ratio Cp /Cv in thermodynamics
A non-SI metric unit of measure of mass equal to one microgram (1 μg).[7][8] This always-rare use is deprecated.
A non-SI unit of measure of magnetic flux density, sometimes used in geophysics, equal to 10−5 Gauss (G), or 1 nanotesla(nT).[9]
The power by which the luminance of an image is increased in gamma correction
In civil and mechanical engineering:
Specific weight
The shear rate of a fluid is represented by a lowercase gamma with a dot above it:
Austenite (also known as γ-iron), a metallic non-magnetic allotrope or solid solution of iron.
The gamma carbon, the third carbon attached to a functional group in organic chemistry and biochemistry; see Alpha and beta carbon
The lowercase Latin gamma ɣ can also be used in contexts (such as chemical or molecule nomenclature) where gamma must not be confused with the letter y, which can occur in some computer typefaces.
Uppercase
The uppercase letter is used as a symbol for:
In mathematics, the gamma function (usually written as -function) is an extension of the factorial to complex numbers
In mathematics, the upper incomplete gamma function
The Christoffel symbols in differential geometry
In probability theory and statistics, the gamma distribution is a two-parameter family of continuous probability distributions.
In solid-state physics, the center of the Brillouin zone
As reflection coefficient in physics and electrical engineering
The tape alphabet of a Turing machine
Congruence subgroups of the modular group of other arithmetic groups
One of the Greeks in mathematical finance
(b) Used in broad transcription for any rhotic consonant, e.g. in English, French or Japanese where the ⟨r⟩ is not a trill [r].
(c) (superscript ⟨ʳ⟩) an [r]-trill release (of a plosive); a weak, fleeting or epenthetic [r].
(d) (superscript, obsolete) a non-trilled rhotic coloration or offglide of a vowel; a rhotic vowel, now formed with ⟨◌˞⟩ or a more-precise transcription such as ⟨ʴ⟩ – see ⟨ʳ⟩.
ʳ
The voiced alveolar approximant is a type of consonantal sound used in some spoken languages. The symbol in the International Phonetic Alphabet that represents the alveolar and postalveolar approximants is ⟨ɹ⟩, a lowercase letter r rotated 180 degrees. The equivalent X-SAMPA symbol is r\.
The most common sound represented by the letter r in English is the voiced postalveolar approximant, pronounced a little more back and transcribed more precisely in IPA as ⟨ɹ̠⟩, but ⟨ɹ⟩ is often used for convenience in its place. For further ease of typesetting, English phonemic transcriptions might use the symbol ⟨r⟩ even though this symbol represents the alveolar trill in phonetic transcription.
The bunched or molar r sounds remarkably similar to the postalveolar approximant and can be described as a voiced labial pre-velar approximant with tongue-tip retraction. It can be transcribed in IPA as ⟨ψ⟩[1] or ⟨ɹ̈⟩.
In circadian physiology, ψ represents the phase relationship between a zeitgeber and a biological rhythm.
ψ can also represent PSI
y ʮ Removed from IPA along with and likely represents wāw 𐤅 which asnwers peoples questions regarding W being used for tryptophan. Or 𝛾 Gamma again
eIn the International Phonetic Alphabet, ⟨y⟩ corresponds to the close front rounded vowel, and the related character ⟨ʏ⟩ corresponds to the near-close near-front rounded vowel. [15]
The close front compressed vowel is typically transcribed in IPA simply as ⟨y⟩, and that is the convention used in this article. There is no dedicated diacritic for compression in the IPA. However, the compression of the lips can be shown with the letter ⟨β̞⟩ as ⟨i͡β̞⟩ (simultaneous [i] and labial compression) or ⟨iᵝ⟩ ([i] modified with labial compression). The spread-lip diacritic ⟨ ͍ ⟩ may also be used with a rounded vowel letter ⟨y͍⟩ as an ad hoc symbol, though technically 'spread' means unrounded. [16]
Unfortunately there is frighteningly little work available on the early work with amines to be able to decypher the dialect used. However, its safe to sasy that things like they choose w because it was big like tryptophan is bullshit.
p ƥ ᶑ̥ Removed from IPA
Stmbol: π Pi !?!
P can also be short for Pi Matrix) [8]
4 of 4 noun (3)
1 : less common spelling of PI
a:type that is spilled or mixed
b: a pi character or matrix]
t Period T time of oscelation
Tryp-t-o-phan: 'trip-tə-'fān [9] US; ˈtrɪptəˌfæn
Acording to the Oxford Dictionary The earliest known use of the noun tryptophan is in the 1890s.
OED's earliest evidence for tryptophan is from 1890, in Journal of Chemical Society.
O 0, ∅ or Ø Null onset's forbidden in IPA along with code
Catigory O: In the representation theory of semisimple Lie algebras, Category O (or category ) is a category whose objects are certain representations of a semisimple Lie algebra and morphisms are homomorphisms of representations. SO I think could cancel out the above whilst affirming the context of the dialect.
On the other hand o could also symbolise Omega (US: /oʊˈmeɪɡə, -ˈmɛɡə, -ˈmiːɡə/, UK: /ˈoʊmɪɡə/;[1] uppercase Ω, lowercase ω; Ancient Greek ὦ, later ὦ μέγα, Modern Greek ωμέγα) is the twenty-fourth and last letter in the Greek alphabet. In the Greek numeric system/isopsephy (gematria), it has a value of 800. The word literally means "great O" (o mega, mega meaning "great"), as opposed to omicron, which means "little O" (o mikron, micron meaning "little").[2].
The uppercase letter Ω is used as a symbol:
In chemistry:
For oxygen-18, a natural, stable isotope of oxygen[6]
For omega loop, a protein structural motif consisting of a loop of six or more amino acid residues in any sequence, a structure named for its resemblance to the Greek letter.
In physics:
For ohm – SI unit of electrical resistance; formerly also used upside down (℧) to represent mho, the old name for the inverse of an ohm (now siemens with symbol S) used for electrical conductance. Unicode has a separate code point U+2126 Ω ohm sign(HTML entity Ω), but it is included only for backward compatibility, and the canonically equivalent code point U+03A9 Ω greek capital letter omega (Ω) is preferred.[7]
In statistical mechanics, Ω refers to the multiplicity (number of microstates) in a system.
The solid angle or the rate of precession in a gyroscope
In particle physics to represent the Omega baryons
In astronomy (cosmology), Ω refers to the average density of the universe, also called the density parameter.
In astronomy (orbital mechanics), Ω refers to the longitude of the ascending node of an orbit.
In mathematics and computer science:
In complex analysis, the Omega constant, a solution of Lambert's W function
In differential geometry, the space of differential forms on a manifold (of a certain degree, usually with a superscript).
A variable for a 2-dimensional region in calculus, usually corresponding to the domain of a double integral.
In topos theory, the (codomain of the) subobject classifier of an elementary topos.
In combinatory logic, the looping combinator, (S I I (S I I))
In group theory, the omega and agemo subgroups of a p-group, Ω(G) and ℧(G)
In group theory, Cayley's Ω process as a partial differential operator.
In statistics, it is used as the symbol for the sample space, or total set of possible outcomes.
In number theory, Ω(n) is the number of prime divisors of n (counting multiplicity).[8]
In notation related to Big O notation to describe the asymptotic behavior of functions.
In set theory, the first uncountable ordinal number, ω1 or Ω
The absolute infinite proposed by Georg Cantor.
The minuscule letter ω is used as a symbol:
Biology, biochemistry and chemistry:
In biochemistry, for one of the RNA polymerase subunits
In biology, for fitness
In chemistry, for denoting the carbon atom furthest from the carboxyl group of a fatty acid
In genomics, as a measure of molecular evolution in protein-coding genes (also denoted as dN/dS or Ka/Ks ratio)
Physics:
In computational fluid dynamics, the specific turbulence dissipation rate
In meteorology, the change of pressure with respect to time of a parcel of air
In circuit analysis and signal processing to represent angular frequency, related to frequency f by ω = 2πf
In astronomy, as a ranking of a star's brightness within a constellation
In orbital mechanics, as designation of the argument of periapsis of an orbit
In particle physics to represent the omega meson
Mathematics:
The first and smallest transfinite ordinal number, often identified with the set of natural numbers including 0 (sometimes written )
In set theory, ω is the ordinal number[11]
A primitive root of unity, like the complex cube roots of 1
A generic differential form
In number theory, ω(n) is the number of distinct prime divisors of n
In number theory, an arithmetic function
In combinatory logic, the self-application combinator, (λ x. x x)
℘ In mathematics, the Weierstrass elliptic functions are elliptic functions that take a particularly simple form. They are named for Karl Weierstrass. This class of functions are also referred to as ℘-functions and they are usually denoted by the symbol ℘, a uniquely fancy script p. They play an important role in the theory of elliptic functions, i.e., meromorphic functions that are doubly periodic. A ℘-function together with its derivative can be used to parameterize elliptic curves and they generate the field of elliptic functions with respect to a given period lattice.
h The Cyrillic letter Ш Known as the Shaa, Sha, She or Shu, alternatively transliterated Ša (Ш ш; italics: Ш ш) and possibly another reason tryptophan was represented by a W - is internationally used in mathematics for several concepts:
In algebraic geometry, the Tate–Shafarevich group of an Abelian variety A over a field K is denoted Ш(A/K), a notation first suggested by J. W. S. Cassels. (Previously it had been denoted TS.) Presumably the choice comes from the first letter of Шафаре́вич = Shafarevich.
In a different mathematical context, some authors allude to the shape of the letter Sha when they use the term Shah function for what is otherwise called a Dirac comb.
The shuffle product is often denoted by ш.[1]
The letter alpha represents various concepts in physics and chemistry, including alpha radiation, angular acceleration, alpha particles, alpha carbon and strength of electromagnetic interaction (as fine-structure constant). Alpha also stands for thermal expansion coefficient of a compound in physical chemistry. It is also commonly used in mathematics in algebraic solutionsrepresenting quantities such as angles. Furthermore, in mathematics, the letter alpha is used to denote the area underneath a normal curve in statistics to denote significance level[4] when proving null and alternative hypotheses. In ethology, it is used to name the dominant individual in a group of animals. In aerodynamics, the letter is used as a symbol for the angle of attack of an aircraft and the word "alpha" is used as a synonym for this property. In mathematical logic, α is sometimes used as a placeholder for ordinal numbers.
η Symbol
(mathematics) The metric tensor in quantum field theory.
(chemistry, physics) The coefficient of viscosity.
(engineering) Efficiency in engineering.
(mathematics) The metric tensor in quantum field theory.
- (differential geometry) a symmetric bilinear form which is non-degenerate (i.e., having all non-zero eigenvalues); a differential of distance on a manifold.
Sommerfeld parameter (physics) A dimensionless quantity, denoted by η, used in nuclear astrophysics in the calculation of reaction rates between two nuclei and in the definition of the astrophysical S-factor.
Viscosity. According to the excyclepedia Britanica"viscosity, resistance of a fluid (liquid or gas) to a change in shape, or movement of neighbouring portions relative to one another. Viscosity denotes opposition to flow. The reciprocal of the viscosity is called the fluidity, a measure of the ease of flow. Molasses, for example, has a greater viscosity than water. Because part of a fluid that is forced to move carries along to some extent adjacent parts, viscosity may be thought of as internal friction between the molecules; such friction opposes the development of velocity differences within a fluid. Viscosity is a major factor in determining the forces that must be overcome when fluids are used in lubrication and transported in pipelines. It controls the liquid flow in such processes as spraying, injection molding, and surface coating.
For many fluids the tangential, or shearing, stress that causes flow is directly proportional to the rate of shear strain, or rate of deformation, that results. In other words, the shear stress divided by the rate of shear strain is constant for a given fluid at a fixed temperature. This constant is called the dynamic, or absolute, viscosity and often simply the viscosity. Fluids that behave in this way are called Newtonian fluids in honour of Sir Isaac Newton, who first formulated this mathematical description of viscosity.
The dimensions of dynamic viscosity are force × time ÷ area. The unit of viscosity, accordingly, is newton-second per square metre, which is usually expressed as pascal-second in SI units. The viscosity of liquids decreases rapidly with an increase in temperature, and the viscosity of gases increases with an increase in temperature. Thus, upon heating, liquids flow more easily, whereas gases flow more sluggishly. For example, the viscosities of water at 27 °C (81 °F) and at 77 °C (171 °F) are 0.85 × 10−3 and 0.36 × 10−3 pascal-second, respectively, but those of air at the same temperatures are 1.85 × 10−5 and 2.08 × 10−5 pascal-second
For some applications the kinematic viscosity is more useful than the absolute, or dynamic, viscosity. Kinematic viscosity is the absolute viscosity of a fluid divided by its mass density. (Mass density is the mass of a substance divided by its volume.) The dimensions of kinematic viscosity are area divided by time; the appropriate units are metre squared per second. The unit of kinematic viscosity in the centimetre-gram-second (CGS) system, called the stokes in Britain and the stoke in the U.S., is named for the British physicist Sir George Gabriel Stokes. The stoke is defined as one centimetre squared per second. [17]
Or perhaps it was
'fān The origin of fanatic (which can be traced back to the Latin word fanum, meaning “sanctuary, temple”)
The Latin adjective fanaticus, a derivative of the noun fanum, meaning “temple,” originally meant “of or relating to a temple.” It was later used to refer to pious individuals who were thought to have been inspired by a god or goddess. In time, the sense “frantic, frenzied, mad” arose because it was thought that persons behaving in such a manner were possessed by a deity. This was the first meaning of the English word fanatic. This sense is now obsolete, but it led to the meaning “excessively enthusiastic, especially about religious matters.” The word later became less specific, meaning simply “excessively enthusiastic or unreasonable.” The noun fan, meaning “enthusiast,” is probably a shortening of fanatic. [7]
Serotonin: ,sir-ə-'tōn-nən [1] ∫ʆ∫əɿɼωƭωηɪη
,sir- = a man entitled to be addressed as sir —used as a title before the given name of a knight or baronet and formerly sometimes before the given name of a priest [2]
Ə ə = Latin schwa, used to transliterate Azerbaijani's Cyrillic schwa and 1927—1940 Turkmen's schwa.
'tōn = (mathematics, bridge) A set of specific objects or persons [4]
nən = it's impossible to buy happiness with money
Usage notes
-nən/-nan is never used in texts of even little formality, although it can often be heard in educated speech. When written, it is used in informal correspondence such as internet communication. In all neutral, formal or official contexts, use ilə as a free morpheme or the suffixed [5]
Serotonin it was originally discovered by an italian and later renamed possibly with some respect to that?
[Sero] From Proto-Italic serō, from Proto-Indo-European ser- (“to bind, put together, to line up”); compare Ancient Greek εἴρω (eírō)
[Tonin] Toñín Male Gender a diminutive of the male given name Antonio [14].
Tonin is also an ezyme of the serine protease family [15]
Important disinguising factors were identified whilst working with 5HTCtryptamine, enteramine and bufotenin and bufotenidin and other indolalkamines prior to the naming the isolated beef serum of a vasoconstrictor substance, which they called serotonin![31] The substance was named serotonin, because it had been derived from serum (ser) and caused blood vessel constriction, that is, increased blood vessel tone (tonin). [32]
Bufotenine, the N,N-dimethyl analogue of serotonin, and bufotenidine, the N,N,N-trimethyl analogue of serotonin, were both identified in toad secretions in 1934 (Wieland et al., 1934 [34]
Intereƪsʅsʆtingly.... Its lowercase form ⟨ʃ⟩ is similar to an integral sign ⟨ʃ⟩ or a long s ⟨ſ⟩ with an extra leftward hook at the bottom; in 1928 the Africa Alphabet borrowed the Greek letter sigma for the uppercase form ⟨Ʃ⟩. The lowercase form was introduced by Isaac Pitman in his 1847 Phonotypic Alphabet to represent the voiceless postalveolar fricative (English sh). It is today used in the alphabets of some African languages,[which?] as well as in the International Phonetic Alphabet.
The International Phonetic Alphabet (IPA) uses U+0283 ʃ latin small letter esh to represent a voiceless palato-alveolar sibilant. Related obsolete IPA characters include U+01AA ƪ latin letter reversed esh loop, U+0285 ʅ latin small letter squat reversed esh, and U+0286 ʆ latin small letter esh with curl.
he long s survives in elongated form, with an italic-styled curled descender, as the integral symbol ∫ used in calculus
Calculus is the mathematical study of continuous change, in the same way that geometry is the study of shape, and algebra is the study of generalizations of arithmetic operations.
Originally called infinitesimal calculus or "the calculus of infinitesimals", it has two major branches, differential calculus and integral calculus. The former concerns instantaneous rates of change, and the slopes of curves, while the latter concerns accumulation of quantities, and areas under or between curves. These two branches are related to each other by the fundamental theorem of calculus. They make use of the fundamental notions of convergence of infinite sequences and infinite series to a well-defined limit.[1]
Infinitesimal calculus was developed independently in the late 17th century by Isaac Newton and Gottfried Wilhelm Leibniz.[2][3] Later work, including codifying the idea of limits, put these developments on a more solid conceptual footing. Today, calculus has widespread uses in science, engineering, and social science.[4]
Multiple integral ʃʃʃʃ
Sigma is related to S
Language and linguistics
In both Ancient and Modern Greek, the sigma represents the voiceless alveolar fricative [s]. In Modern Greek, this sound is voiced to the voiced alveolar fricative [z] when occurring before [m], [n], [v], [ð] or [ɣ].
The uppercase form of sigma (Σ) was re-borrowed into the Latin alphabet—more precisely, the International African Alphabet—to serve as the uppercase of modern esh (lowercase: ʃ).
In linguistics, Σ represents the set of symbols that form an alphabet (see also computer science).
In historical linguistics, Σ is used to represent a Common Brittonic consonant with a sound between [s] and [h]; perhaps an aspirated [ʃʰ].[9]
Science and mathematics
Mathematics
In mathematical logic, is used to denote the set of formulae with bounded quantifiers beginning with existential quantifiers, alternating times between existential and universal quantifiers. This notation reflects an indirect analogy between the relationship of summation and products on one hand, and existential and universal quantifiers on the other. See the article on the arithmetic hierarchy.
In statistics, σ represents the standard deviation of population or probability distribution (where mu or μ is used for the mean).
In topology, σ-compact topological space is one that can be written as a countable union of compact subsets.
In mathematical analysis and in probability theory, there is a type of algebra of sets known as σ-algebra (aka σ-field). Sigma algebra also includes terms such as:
σ(A), denoting the generated sigma-algebra of a set A
In number theory, σ is included in various divisor functions, especially the sigma function or sum-of-divisors function.
In applied mathematics, σ(T) denotes the spectrum of a linear map T.
In complex analysis, σ is used in the Weierstrass sigma-function.
In probability theory and statistics, Σ denotes the covariance matrix of a set of random variables, sometimes in the form to distinguish it from the summation operator.
Theoretical spectral analysis uses σ as standard deviation opposed to lowercase mu as the absolute mean value.
Biology, physiology, and medicine
In biology, the sigma receptor (σ–receptors) is a type of cell surface receptor.
In biochemistry, the σ factor (or specificity factor) is a protein found in RNA polymerase.
In bone physiology, the bone remodeling period—i.e., the life span of a basic multicellular unit—has historically been referred to as the sigma period
In early 20th-century physiology literature, σ had been used to represent milliseconds[10]
Chemistry
Sigma bonds (σ bonds) are the strongest type of covalent chemical bond.
In organic chemistry, σ symbolizes the sigma constant of Hammett equation.
Physics
In nuclear and particle physics, σ is used to denote cross sections in general (see also RCS), while Σ represents macroscopic cross sections [1/length].
The symbol is to denote the Stefan–Boltzmann constant.
In relation to fundamental properties of material, σ is often used to signify electrical conductivity.
In electrostatics, σ represents surface charge density.
In continuum mechanics, σ is used to signify stress.
In condensed matter physics, Σ denotes self-energy.
The symbol can be used to signify surface tension (alternatively, γ or T are also used instead).
In quantum mechanics, σ is used to indicate Pauli matrices.
In astronomy, σ represents velocity dispersion.
In astronomy, the prefix Σ is used to designate double stars of the Catalogus Novus Stellarum Duplicium by Friedrich Georg Wilhelm von Struve.
In particle physics, Σ represents a class of baryons.
"Can I get a?"... əˈmiːn / ˈæmɪn / ə-'mēn?
t = Coptic Script
r = Very [6]
I = Historic, Big and Bizarre [6]
p = Pie (Pi Matrix) [8]
4 of 4 noun (3)
1 : less common spelling of PI
a:type that is spilled or mixed
b: a pi character or matrix
s = Mass [6]
en = Fastener [6]
Referenced and Decoded with:
Ə, or ə, also called schwa, is an additional letter of the Latin alphabet. In the International Phonetic Alphabet (IPA), minuscule ə is used to represent the mid central vowel or a schwa. https://en.wikipedia.org/wiki/%C6%8F
Suffix (but context with Schwa and chemical nomenclatchure it fits)
-ton
Place-name suffix, originally denoting a town or enclosure of buildings.
Washington
(mathematics, bridge) A set of specific objects or persons. singleton
Wikipedia - https://en.wikipedia.org/wiki/Help:IPA/English
https://www.merriam-webster.com/dictionary/fanatic#:~:text=The%20origin%20of%20fanatic%20(which,in%20the%20late%2019th%20century.
https://www.merriam-webster.com/dictionary/pie
https://www.merriam-webster.com/dictionary/tryptophan
https://www.merriam-webster.com/dictionary/tryptamine
https://www.merriam-webster.com/dictionary/amine
https://www.merriam-webster.com/dictionary/trypsin
https://en.wikipedia.org/wiki/Komi_Tje
https://en.wiktionary.org/wiki/r
https://en.wikipedia.org/wiki/Y
https://en.wikipedia.org/wiki/Close_front_rounded_vowel
Britannica, The Editors of Encyclopaedia. "viscosity". Encyclopedia Britannica, 23 Oct. 2024, https://www.britannica.com/science/viscosity. Accessed 28 October 2024.
Oburger, Eva & Vergara Cid, Carolina & Preiner, Julian & Hu, Junjian & Hann, Stephan & Wanek, Wolfgang & Richter, Andreas. (2018). Bioavailability, speciation, and phytotoxicity of tungsten (W) in soil affecting growth and molybdoenzyme activity of nodulated soybean. Environmental Science & Technology. 52. 10.1021/acs.est.7b06500. https://pubs.acs.org/doi/epdf/10.1021/acs.est.7b06500?ref=article_openPDF
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