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Fields giving rise to fermionic particles
quantum field theory, a fermionic field is a quantum field whose quanta are fermions; that is, they obey Fermi–Dirac statistics. Fermionic fields obey canonical
Fermionic_field
Type of subatomic particle
Chirality (physics), left-handed and right-handed Fermionic condensate Weyl semimetal Fermionic field Identical particles Kogut–Susskind fermion, a type
Fermion
State of matter
A fermionic condensate (or Fermi–Dirac condensate) is a superfluid phase formed by fermionic particles at low temperatures. It is closely related to the
Fermionic_condensate
Putting fermions on a lattice with chiral symmetry results in more fermions than expected
In lattice field theory, fermion doubling occurs when naively putting fermionic fields on a lattice, resulting in more fermionic states than expected
Fermion_doubling
Type of quantum field
relations obeyed by fermionic fields. Examples include scalar fields, describing spin-0 particles such as the Higgs boson, and gauge fields, describing spin-1
Bosonic_field
Compare and contrast article
in spacetime. These arrows are described by a field "living" on the string. This is a fermionic field, because at each point of the string there is only
Relationship between string theory and quantum field theory
Relationship_between_string_theory_and_quantum_field_theory
Pictorial representation of the behavior of subatomic particles
point xi; A fermionic field ψ(xi) is represented by a solid line attached to the point xi with an arrow toward the point; An anti-fermionic field ψ(xi) is
Feynman_diagram
Theoretical framework in physics
Shing-Tung (2017). "Braiding Statistics and Link Invariants of Bosonic/Fermionic Topological Quantum Matter in 2+1 and 3+1 dimensions". Annals of Physics
Quantum_field_theory
Field theory in physics that aims to unify the fundamental forces and particles
electromagnetic field, spinor fields whose quanta are fermionic particles such as electrons, and tensor fields such as the metric tensor field that describes
Unified_field_theory
{1}{2}}A^{2}+Af}={\sqrt {2\pi }}e^{\frac {f^{2}}{2}}.} Bosonic field Fermionic field Composite Field Fujimori, Toshiaki; Nitta, Muneto; Yamada, Yusuke (2016-09-19)
Auxiliary_field
Mathematics of a particle physics model
following fields. These describe one generation of leptons and quarks, and there are three generations, so there are three copies of each fermionic field. By
Mathematical formulation of the Standard Model
Mathematical_formulation_of_the_Standard_Model
Unsupported hypothesis about effects of quantum spin
Einstein–Cartan theory. Spinor fields, in particular fermionic fields, are existing concepts from particle physics and quantum field theory. Advocates for the
Torsion_field_(pseudoscience)
Conformal field theory on a 2D spacetime
} . A primary field with zero conformal spin is called a diagonal field. There also exist fermionic CFTs that include fermionic fields with half-integer
Two-dimensional conformal field theory
Two-dimensional_conformal_field_theory
Subatomic particle with positive charge
been found to be equal and opposite within 0.8 ppm. Physics portal Fermionic field Hydrogen Hydron (chemistry) List of particles Proton–proton chain Quark
Proton
Graphical representation of supersymmetric algebras
{\displaystyle (1|1)} algebra consists of a single bosonic field ϕ {\displaystyle \phi } , a fermionic field ψ {\displaystyle \psi } , and a generator Q {\displaystyle
Adinkra_symbols_(physics)
Mathematical mapping in quantum mechanics
Jordan–Wigner transformation is a transformation that maps spin operators onto fermionic creation and annihilation operators. It was proposed by Pascual Jordan
Jordan–Wigner_transformation
Quantum field theory at non-zero temperatures
the above trace (Tr) leads to the requirement that all bosonic and fermionic fields be periodic and antiperiodic, respectively, with respect to the Euclidean
Thermal_quantum_field_theory
Relativistic quantum mechanical wave equation
electroweak sector. The gauge field in this case is the W-boson, while the Dirac spinors are leptons. Dirac field Fermionic field Feynman checkerboard Foldy–Wouthuysen
Dirac_equation
Supersymmetric extension to the Virasoro algebra
boundary conditions), described by the Neveu–Schwarz algebra. For a fermionic field, the periodicity depends on the choice of coordinates on the worldsheet
Super_Virasoro_algebra
Euclidean Wightman distributions
real-analytic, symmetric under the permutation of arguments (antisymmetric for fermionic fields), Euclidean covariant and satisfy a property known as reflection positivity
Schwinger_function
Theoretical model of the vacuum
annihilate a positive energy particle, and lower the energy. For a fermionic field, the creation operator a † ( k ) {\displaystyle a^{\dagger }(k)} gives
Dirac_sea
Constraint in loop quantum gravity
variables on the three-dimensional spatial slices in terms of a SU(2) gauge field and its complementary variable. The Hamiltonian was much simplified in this
Hamiltonian_constraint_of_LQG
American-Argentinian physicist (born 1950)
María López gave the first fermionic Chern-Simons field theory for composite fermions in 1991. He has described various field theories for non-Abelian fractional
Eduardo_Fradkin
Grand Unified Theory proposed in 1974
symmetry because the matter fields are all fermionic and thus must appear in the action in pairs, while the Higgs fields are bosonic. As complex representations:
Georgi–Glashow_model
Anticommutating number
early use in physics to express a path integral representation for fermionic fields, although they are now widely used as a foundation for superspace,
Grassmann_number
Field composed from other elementary fields
asymptotic bound states.[citation needed] Fermionic field Bosonic field Auxiliary field General Principles of Quantum Field Theory. Springer Netherlands. 2012
Composite_field
Property of particles related to spin
Chirality (mathematics) Chiral symmetry breaking Handedness Spinors Fermionic field § Dirac fields Sigma model Chiral model Note, however, that representations
Chirality_(physics)
Branch of particle physics concerning interactions between two photons
can be found that photons cannot couple directly to each other and a fermionic field according to the Landau-Yang theorem since they carry no charge and
Two-photon_physics
symmetries. Bosonic fields commute while fermionic fields anticommute. In order to have a transformation that relates the two kinds of fields, the introduction
Supersymmetry_algebra
Topics referred to by the same term
National Accelerator Laboratory Fermion, a subatomic particle Fermionic field, in quantum field theory Fermium, an element on the periodic table List of things
Fermi_(disambiguation)
Quantum version of the classical action
effective action for a single scalar field, however, similar results exist for multiple scalar or fermionic fields. These generating functionals also have
Effective_action
Point interactions with four fermions
field theory, fermions are described by anticommuting spinor fields. A four-fermion interaction describes a local interaction between four fermionic fields
Four-fermion_interactions
Fermium, a synthetic element with symbol Fm and atomic number 100. Fermionic field Thomas–Fermi model approximation Thomas–Fermi model Thomas–Fermi equation
List of things named after Enrico Fermi
List_of_things_named_after_Enrico_Fermi
English physicist (1928–2019)
He was known for developing the path integral formulation of the Fermionic field, inventing Grassmann integration for this purpose. He received his
David_John_Candlin
Mathematical model of magnetism
variables. It is more convenient to write the solution explicitly in terms of fermionic variables defined by Jordan-Wigner transformation, in which case the excited
Transverse-field_Ising_model
Element in a ring whose some power is 0
Grassmann numbers which allow a path integral representation for Fermionic fields are nilpotents since their squares vanish. The BRST charge is an important
Nilpotent
Forms which matter can take
only under extreme conditions, such as Bose–Einstein condensates and Fermionic condensates (both in extreme cold), neutron-degenerate matter (in extreme
State_of_matter
Number specifying how a quantum operator changes under dilations
dimensions, it is 1 for elementary bosonic fields including the vector potentials, 3/2 for elementary fermionic fields etc.). This scaling dimension is called
Scaling_dimension
Quantum field theory enjoying conformal symmetry
S2CID 119441506. Ji, Yao; Manashov, Alexander N (2018). "On operator mixing in fermionic CFTs in non-integer dimension". Physical Review. D98 (10) 105001. arXiv:1809
Conformal_field_theory
Superconformal Yang–Mills theory
containing boson fields and fermion fields which are related by four supersymmetries (this means that transforming bosonic and fermionic fields in a certain
N = 4 supersymmetric Yang–Mills theory
N_=_4_supersymmetric_Yang–Mills_theory
Superstring quantization approach
the fields. The physical states of this theory split up into a number of sectors depending on the periodicity condition of the fermionic fields. The
RNS_formalism
Theory of supergravity in four dimensions
with no fermionic condensate. The case when fermionic condensates are present can be dealt with similarly by instead considering the effective field theory
4D_N_=_1_supergravity
people (eponymous laws). For other lists of eponyms, see eponym. Eponym Fields of science Glossary of sound laws in the Indo-European languages List of
List of scientific laws named after people
List_of_scientific_laws_named_after_people
Supersymmetric partner of the Higgs boson
higgsino, symbol H͂, is the superpartner of the Higgs field. A higgsino is a Dirac fermionic field with spin 1/2 and it refers to a weak isodoublet with
Higgsino
Formulation of the quantum many-body problem
classical spinor field which, when quantized (like the scalar field), yielded a fermionic quantum field (vs. a bosonic quantum field). One is not quantizing
Second_quantization
Theory proposed by Roger Penrose
Yang–Mills field equations. Witten showed that a further extension, within the framework of super Yang–Mills theory, including fermionic and scalar fields, gave
Twistor_theory
2D supersymmetric generalization to the conformal algebra
L. Brink, and A. D'Adda et al. (1976) as a gauge algebra of the U(1) fermionic string. There are two slightly different ways to describe the N = 2 superconformal
N_=_2_superconformal_algebra
Base space for supersymmetric theories
correspond to bosonic degrees of freedom, the anticommuting dimensions to fermionic degrees of freedom. The word "superspace" was first used by John Wheeler
Superspace
Ten-dimensional supergravity
theory, the bosonic fields in the first multiplet consists of NSNS fields while the bosonic fields are all RR fields. The fermionic fields are meanwhile in
Type_IIA_supergravity
Mathematical operation in quantum optics, general relativity and other areas of physics
(as opposed to a Majorana fermion or chiral fermion), or (2) for multi-fermionic systems, in which there is more than one type of fermion. The most prominent
Bogoliubov_transformation
Theory of quantum gauge fields on a lattice
burden, the so-called quenched approximation can be used, in which the fermionic fields are treated as non-dynamic "frozen" variables. While this was common
Lattice_gauge_theory
Type of local operator in conformal field theory
containing fermionic generators. Quantum field theories invariant with respect to such extended algebras are called superconformal. In superconformal field theories
Primary_field
Term in quantum field theory
multiply bosonic states by 1 and fermionic states by −1. This is always a global internal symmetry of any quantum field theory with fermions and corresponds
(−1)F
Operators useful in quantum mechanics
identical to, a Weyl algebra.[clarification needed] For fermions, the (fermionic) CAR algebra over H {\displaystyle H} is constructed similarly, but using
Creation and annihilation operators
Creation_and_annihilation_operators
Symmetry between bosons and fermions
spin-statistics theorem, bosonic fields commute while fermionic fields anticommute. Combining the two kinds of fields into a single algebra requires the
Supersymmetry
Hypothetical elementary particle
supersymmetric theories the axion has both a scalar and a fermionic superpartner. The fermionic superpartner of the axion is called the axino, the scalar
Axion
Type of field in supersymmetry
supersymmetric quantum field theory, a superghost is a fermionic Faddeev–Popov ghost, which is used in the gauge fixing of a fermionic symmetry generator
Superghost
Concept in non-equilibrium physics
coupled to Markovian quantum baths were developed for both bosonic and fermionic systems. The Keldysh formalism provides a systematic way to study non-equilibrium
Keldysh_formalism
Topics referred to by the same term
is defined. Grassmann number, a construction for path integrals of fermionic fields in physics. Grassmann integral, a method for integrating functions
Grassmannian_(disambiguation)
Candidate unified theory of physics
objects like wave functions and a fermionic Fock state. Inspired by the Lagrangian formulation of classical field theory, the dynamics on a causal fermion
Causal_fermion_systems
Multi particle state space
=+)} or fermionic ( ν = − ) {\displaystyle (\nu =-)} statistics, and the overline represents the completion of the space. The bosonic (or fermionic) Fock
Fock_space
Second-rank tensor in quantum chromodynamics
trace of the 3×3 matrix GαβGαβ, and γμ are the 4×4 gamma matrices. In the fermionic term i ψ ¯ ( i D μ ) γ μ ψ {\displaystyle i{\bar {\psi }}(iD_{\mu })\gamma
Gluon_field_strength_tensor
Term in supersymmetric theories
final term in the expansion of a vector superfield over fermionic coordinates. A superfield is a field that depends on all coordinates of the superspace, which
D-term
Computer simulation of chemical systems
quantum computational chemistry, this technique is employed to encode fermionic Hamiltonians into a qubit framework. The qubit register is initialized
Quantum computational chemistry
Quantum_computational_chemistry
American physicist
team at JILA made the first fermionic condensate, a new form of matter. She used magnetic traps and lasers to cool fermionic atomic gases to less than 100
Deborah_S._Jin
Formalism in string theory
ISSN 0550-3213. Mandelstam, Stanley (1986). "Interacting-String Picture of the Fermionic String". Progress of Theoretical Physics Supplement. 86. Oxford University
String_field_theory
Type of operator ordering in quantum field theory
practical calculations that all the commutators (anti-commutator for fermionic fields) of all ϕ i + {\displaystyle \phi _{i}^{+}} and ϕ j − {\displaystyle
Normal_order
Magnetic property of ordinary materials
property being repelled by an applied magnetic field; application of such creates in them an induced magnetic field in the opposite direction, thus causing a
Diamagnetism
Number-state in quantum mechanics
state in the fermionic Fock state. Extending the 2-particle fermionic example above, we first must convince ourselves that a fermionic Fock state | ψ
Fock_state
Non-conservation of chiral current in physics
process can be calculated directly from the change in the measure of the fermionic fields under the chiral transformation. Wess and Zumino developed a set of
Chiral_anomaly
Mathematical technique in thermal field theory
(imaginary time) path integrals. In thermal quantum field theory, bosonic and fermionic quantum fields ϕ ( τ ) {\displaystyle \phi (\tau )} are respectively
Matsubara_summation
Gauge anomaly from multiple gauge groups
symmetry of a theory of general relativity combined with gauge fields and fermionic fields cannot be preserved simultaneously in the quantum theory. The
Mixed_anomaly
Theorem for reducing high-order derivatives
signs, the proof can be extended to fermionic creation and annihilation operators. The theorem applied to fields is proved in essentially the same way
Wick's_theorem
Yang–Mills theory vacuum state
result by the fermion determinant acquired after integrating over the fermionic fields. The determinant vanishes because the Dirac operator with massless
Theta_vacuum
Classical field theory describing gravitation
spin-angular momentum of the matter field. This minimal generalization of GR is known as ECKS theory. In the absence of fermionic matter, ECKS theory is dynamically
Poincaré_gauge_theory
Condensed matter system
any statistics. As a consequence, Dirac matter can be distinguished in fermionic, bosonic or anyonic Dirac matter. Prominent examples of Dirac matter are
Dirac_matter
Weak, attractive magnetism possessed by most elements and some compounds
externally applied magnetic field, and form internal, induced magnetic fields in the direction of the applied magnetic field. In contrast with this behavior
Paramagnetism
Type of unphysical field in quantum field theory which provides mathematical consistency
commuting ghosts are associated with fermionic symmetries. Every gauge field has an associated ghost, and where the gauge field acquires a mass via the Higgs
Faddeev–Popov_ghost
Modified partition function
each nonzero energy eigenvalue contains an equal number of bosonic and fermionic states. Because of this, the Witten index is independent of the temperature
Witten_index
Quantum mechanics with supersymmetry
"fermionic". This is only in analogy to quantum field theory and should not be taken literally. Then, Q1 and Q2 maps "bosonic" states into "fermionic"
Supersymmetric quantum mechanics
Supersymmetric_quantum_mechanics
Violation of charge-parity symmetry in particle physics and cosmology
the electroweak theory in which the gauge fields couple to chiral currents constructed from the fermionic fields, the gluons couple to vector currents. Experiments
CP_violation
Branch of physics
Condensed matter physics is the field of physics that deals with the macroscopic and microscopic physical properties of matter, especially the solid and
Condensed_matter_physics
Topics referred to by the same term
value, in quantum field theory Bose–Einstein condensate, a substance which occurs at very low temperatures in a system of bosons Fermionic condensate, a substance
Condensate
Holometer Fermilab E-906/SeaQuest Fermion Fermion doubling Fermionic condensate Fermionic field Fermi–Dirac statistics Fermi–Pasta–Ulam–Tsingou problem Fermi–Walker
Index_of_physics_articles_(F)
Relativistic wave description of fermions
more expansive meaning, referring to any (possibly non-relativistic) fermionic particle that is its own anti-particle (and is therefore electrically
Majorana_equation
Hypothetical topological feature of spacetime
require any exotic matter, instead requiring only electrically charged fermionic matter with small enough mass that it cannot collapse into a charged black
Wormhole
Type of fermion
excitations in graphene and topological insulators, among others, are fermionic quasiparticles described by a pseudo-relativistic Dirac equation. Dirac
Dirac_fermion
Physics term for multiple concepts
that are not commonly encountered, such as Bose–Einstein condensates, fermionic condensates, nuclear matter, quantum spin liquid, string-net liquid, supercritical
Exotic_matter
Hypothetical subatomic particle predicted by supersymmetry
gaugino /ɡeɪˈdʒiːnoʊ/ is the hypothetical fermionic supersymmetric field quantum (superpartner) of a gauge field, as predicted by gauge theory combined with
Gaugino
American physicist
Joseph Polchinski. During this time, he worked with Edward Witten on fermionic localization of the Schwarzian theory. In 2019, Stanford joined Stanford
Douglas_Stanford
Procedure of ordering a product operators
}}\\{\text{sign of the permutation}}&{\text{for fermionic operators.}}\end{cases}}} The S-matrix in quantum field theory is an example of a time-ordered product
Path-ordering
Mechanism by which materials form into and are attracted to magnets
cooled to less than one kelvin can exhibit ferromagnetism. The team cooled fermionic lithium-6 to less than 150 nK (150 billionths of one kelvin) using infrared
Ferromagnetism
Mathematical concept
worldsheet theory in 10 dimensions consists of 10 free scalar fields and their fermionic superpartners. We begin with the classical formulation of the bosonic
Worldsheet
Theorem in quantum mechanics
) {\displaystyle \psi (x,y)=-\psi (y,x)} , and the particles will be fermionic. An elementary explanation for the spin–statistics theorem cannot be given
Spin–statistics_theorem
particles. From about 1 eV to the Planck Mass, dark matter is projected to be fermionic or particle-like. Favorites in this range include WIMPS, thermal relics
Direct detection of dark matter
Direct_detection_of_dark_matter
Problem in applied mathematics
transformations can help to solve the fermion sign problem in a class of fermionic many-body models. Fixed-node Monte Carlo: One fixes the location of nodes
Numerical_sign_problem
Family of solved 2D conformal field theories
{\displaystyle (p,q)} minimal models each have a fermionic extension. These two fermionic extensions involve fields with half-integer spins, and they are related
Minimal_model_(physics)
Materials with electrical properties that cannot be explained by non-interacting entities
Theoretical models of the electronic (fermionic) structure of strongly correlated materials must include electronic (fermionic) correlation to be accurate. As
Strongly_correlated_material
Classical theory of gravitation
nonlinear spin–spin self-interaction, which becomes significant inside fermionic matter at extremely high densities. Such an interaction is conjectured
Einstein–Cartan_theory
State of matter
fermionic, since room temperature thermal excitations have typical energies much higher than the hyperfine values. Greiner, Markus (2005). "Fermionic
Bose–Einstein_condensate
FERMIONIC FIELD
FERMIONIC FIELD
Surname or Lastname
German
German : nickname from the small medieval coin known as the häller or heller because it was first minted (in 1208) at the Swabian town of (Schwäbisch) Hall. Compare Hall.Jewish (Ashkenazic) : habitational name for someone from Schwäbisch Hall.German : topographic name for someone living by a field named as ‘hell’ (see Helle 3).English : topographic name for someone living on a hill, from southeastern Middle English hell + the habitational suffix -er.Dutch : from a Germanic personal name composed of the elements hild ‘strife’ + hari, heri ‘army’.Jewish (Ashkenazic) : nickname for a person with fair hair or a light complexion, from an inflected form, used before a male personal name, of German hell ‘light’, ‘bright’, Yiddish hel.
Boy/Male
American, British, English
Lives in the Field
Boy/Male
Australian, British, English
A Field
Surname or Lastname
English
English : habitational name from a place in Nottinghamshire. The early forms, from Domesday Book to the early 13th century, show the first element uniformly as Mam-, and it is therefore likely that this was a British hill-name meaning ‘breast’ (compare Manchester), with the later addition of Old English feld ‘pasture’, ‘open country’ (see Field) as the second element. The surname is now widespread throughout Midland and southern England and is also common in Ireland.Irish : when not an importation of 1, this is an altered form of the Norman name Manville (see Mandeville).Americanized form of German and Jewish (Ashkenazic) Mansfeld, a habitational name for someone from a place so called in Saxony.
Surname or Lastname
English
English : topographic name from Middle English hauk, hauek ‘hawk’ + ley(e) ‘open country’, ‘grassland’, ‘field’, or a habitational name from Hawkesley Hall in King’s Norton, Worcestershire, named from the Old English personal name Heafoc or Old English heafoc ‘hawk’, ‘clearing’ + lēah ‘wood’, ‘clearing’.
Surname or Lastname
Indian (Kashmir)
Indian (Kashmir) : Hindu (Brahman) name, probably from an ancestral personal name Madan (from Sanskrit madana ‘god of love, or infatuation’).Indian (Panjab) : Hindu (Arora) and Sikh name based on the name of an Arora clan, probably from Persian maidÄn ‘field’. The name from the Panjab is pronounced mÉ™dÄn.English : habitational name from Mathon in Herefordshire, or Mattins Farm, Radwinter, in Essex, or Martinfield Green, Saffron Walden, in Essex. The first of these is named with Old English mÄthm ‘treasure’, ‘gift’.
Surname or Lastname
English
English : habitational name from any of various places, such as Merryfield in Devon and Cornwall or Mirfield in West Yorkshire, all named with the Old English elements myrige ‘pleasant’ + feld ‘pasture’, ‘open country’ (see Field).
Surname or Lastname
English
English : habitational name from a lost minor place named with Middle English haver ‘oats’ (Old Norse hafri) + feld ‘field’.
Surname or Lastname
English
English : topographic name for someone who lived by a field that was untilled or used for pasture, from Middle English leye ‘meadow’, ‘pasture’, ‘fallow’ + feld ‘open country’, ‘field’, or a habitational name from Leyfield in Nottinghamshire, which has the same meaning.
Surname or Lastname
English
English : habitational name from any of the numerous minor places so called from Old English hēah ‘high’ + feld ‘pasture’, ‘open country’ (see Field).
Surname or Lastname
Norwegian and Swedish
Norwegian and Swedish : from Old Norse hella ‘flat stone’, ‘flagstone’, ‘flat mountain’ or hellir ‘cave’. As a Nowegian name this is generally a habitational name from any of numerous farmsteads so named. As a Swedish name, it is generally ornamental.English : variant spelling of Hell 1.German : topographic name from Middle High German helle ‘hell’ (modern German Hölle), used (often in field names) in a topographic sense to denote a hollow or a wild, precipitous place.
Boy/Male
English
In the field.
Surname or Lastname
English and Scottish
English and Scottish : topographic name from Middle English lees ‘fields’, ‘arable land’, plural of lee (see Lee), or from Middle English lese ‘pasture’, ‘meadow’ (Old English lǣs).English : habitational name from Leece or Lees in Lancashire, or Leese in Cheshire, all named from Old English lēas ‘woodland clearings’ (plural of lēah), or from Leece in Cumbria, which was probably named with a Celtic word, lïss ‘hall’, ‘court’, ‘the principal house in a district’.English : variant spelling of Leece 1.Scottish : reduced form of Gillies.Scottish and Irish : reduced and altered form of McLeish.Dutch : variant of Leys.
Surname or Lastname
English
English : topographic name from Middle English infeld ‘land near the homestead or village’, or a habitational name from any of various minor places named with this term, for example In Field in Humberside or Infield House in Lancashire.
Surname or Lastname
English
English : topographic name from Middle English hay, hey ‘hay’ + croft ‘field attached to a house’, ‘paddock’, or a habitational name from a minor place named with these elements, such as Haycroft in Swyncombe, Oxfordshire or Haycroft in Gloucestershire.
Surname or Lastname
English
English : habitational name from Minskip in West Yorkshire, Manships Shaw in Surrey, or Manchips Field in Bishop’s Stortford, Hertfordshire, all named with the same Old English word, gemǣnscipe ‘community’, ‘fellowship’, also ‘land held in common’.
Surname or Lastname
English
English : variant of Field, from the dative plural of Old English feld ‘open country’.
Surname or Lastname
English
English : habitational name from Inkersall in Derbyshire, recorded in the 13th century as Hinkershil(l) and Hinkreshill. The final element is Old English hyll ‘hill’. The first may be the Old Norse personal name Ingvarr or an Old English byname Hynkere meaning ‘limper’. Ekwall suggests that it may represent a contracted version of Old English hīgna æcer ‘monks’ field’.The Ingersoll name in America dates back to John Ingersoll, who emigrated to the Massachusetts Bay Colony in 1629. His descendants include lawyers, public officials, and politicians in CT and PA.
Surname or Lastname
English (chiefly Gloucestershire and Worcestershire)
English (chiefly Gloucestershire and Worcestershire) : variant of Millward.French (northern) : from a Germanic personal name composed of the elements mil ‘good’, ‘gracious’ + hard ‘hardy’, ‘brave’, ‘strong’.Southern French : from a variant spelling of Occitan milhar ‘millet field’ (from mil ‘millet’).
Surname or Lastname
English (chiefly West Midlands and northern England)
English (chiefly West Midlands and northern England) : topographic name for someone who lived in a house (Middle English hous) in open pasture land (see Field). Reaney draws attention to the form de Felhouse (Staffordshire 1332), and suggests that this may have become Fellows.
FERMIONIC FIELD
FERMIONIC FIELD
Girl/Female
Arabic English
From the gateway.
Boy/Male
German
Bright Fame; Famous
Boy/Male
Indian, Sanskrit
Famous for his Wealth
Boy/Male
Indian
Boy/Male
Arabic, Muslim, Sindhi
Servant of the Manifest
Boy/Male
Arabic, French, Hindu, Indian, Muslim, Parsi, Spanish
Nickname for John; Light; Beloved; At Peace; Given by God; God Gifted
Girl/Female
Celtic American Dutch
Fair, good-looking. Feminine of Allen or.
Female
Romanian
Feminine form of Romanian Iulian, IULIANA means "descended from Jupiter (Jove)."
Boy/Male
Muslim
Bright
Boy/Male
Tamil
Lord Shiva
FERMIONIC FIELD
FERMIONIC FIELD
FERMIONIC FIELD
FERMIONIC FIELD
FERMIONIC FIELD
imp. & p. p.
of Field
n.
The fieldfare.
n.
A cannon mounted on wheels, for the use of a marching army; a piece of field artillery; -- called also field gun.
a.
Open, like a field.
a.
Having no tent or tents, as a soldier or a field.
v. i.
To stand out in the field, ready to catch, stop, or throw the ball.
a.
Engaged in the field; encamped.
v. i.
To take the field.
p. pr. & vb. n.
of Field
v. i.
To ramble here and there without any certain course or with no definite object in view; to range about; to stroll; to rove; as, to wander over the fields.
v. t.
To catch, stop, throw, etc. (the ball), as a fielder.
n.
A ball payer who stands out in the field to catch or stop balls.
a.
Covered with growing plants or grass; green; fresh; flourishing; as, verdant fields; a verdant lawn.
a.
Having the inner part cut away, or left vacant, a narrow border being left at the sides, the tincture of the field being seen in the vacant space; -- said of a charge.
a.
Alt. of Sermonical
n.
Any temporary fortification thrown up by an army in the field; -- commonly in the plural.
n.
The whole surface of an escutcheon; also, so much of it is shown unconcealed by the different bearings upon it. See Illust. of Fess, where the field is represented as gules (red), while the fess is argent (silver).
n.
The act of playing as a fielder.
n.
A work or structure of stone, brick, or other materials, raised to some height, and intended for defense or security, solid and permanent inclosing fence, as around a field, a park, a town, etc., also, one of the upright inclosing parts of a building or a room.
a.
Consisting of fields.