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NULL SET

  • Null set
  • Measurable set whose measure is zero

    mathematical analysis, a null set is a Lebesgue measurable set of real numbers that has measure zero. This can be characterized as a set that can be covered

    Null set

    Null set

    Null_set

  • Empty set
  • Mathematical set containing no elements

    empty set. Any set other than the empty set is called non-empty. In some textbooks and popularizations, the empty set is referred to as the "null set". However

    Empty set

    Empty set

    Empty_set

  • Foreign key
  • Concept in database systems

    SET NULL or SET DEFAULT is the same for both ON DELETE or ON UPDATE: the value of the affected referencing attributes is changed to NULL for SET NULL

    Foreign key

    Foreign_key

  • Null (mathematics)
  • Mathematical representation of absence of a value

    "having zero members in a set" (e.g., null set) to "having a value of zero" (e.g., null vector). In a vector space, the null vector is the neutral element

    Null (mathematics)

    Null_(mathematics)

  • Null
  • Topics referred to by the same term

    Look up Null, null, a-null, núll, or Nullus in Wiktionary, the free dictionary. Null may refer to: Nuller, an optical tool using interferometry to block

    Null

    Null

  • Lebesgue measure
  • Broadest definition of sizes in integer-dimensional spaces

    the Borel sets all subsets of Borel sets of measure zero, and all sets that differ from a Borel set by such a null set. Equivalently, a set E ⊆ R n {\displaystyle

    Lebesgue measure

    Lebesgue_measure

  • Null sign
  • Sign representing zero or empty set

    The null sign (∅) is a symbol often used in mathematics for denoting the empty set. The same letter in linguistics represents zero, the lack of an element

    Null sign

    Null sign

    Null_sign

  • Set theory
  • Branch of mathematics that studies sets

    The empty set is also occasionally called the null set, though this name is ambiguous and can lead to several interpretations. The empty set can be denoted

    Set theory

    Set theory

    Set_theory

  • Measure (mathematics)
  • Generalization of mass, length, area and volume

    measurable set X {\displaystyle X} is called a null set if μ ( X ) = 0. {\displaystyle \mu (X)=0.} A subset of a null set is called a negligible set. A negligible

    Measure (mathematics)

    Measure (mathematics)

    Measure_(mathematics)

  • Set (mathematics)
  • Collection of mathematical objects

    and extensionality implies that there is only one such set. It is called the empty set (or null set) and is denoted ⁠ ∅ {\displaystyle \varnothing } ⁠, ⁠

    Set (mathematics)

    Set (mathematics)

    Set_(mathematics)

  • Null character
  • Control character with value 0

    The null character is a control character with the value zero. Many character sets include a code point for a null character – including Unicode (Universal

    Null character

    Null_character

  • Cantor set
  • Set of points on a line segment with certain topological properties

    {Q} \cap [0,1]} , the Cantor set C {\displaystyle {\mathcal {C}}} is "small" in the sense that it is a null set (a set of measure zero) and it is a meagre

    Cantor set

    Cantor set

    Cantor_set

  • Dominated convergence theorem
  • Theorem in measure theory

    the null set Z {\displaystyle Z} ). We can thus consider the f n {\displaystyle f_{n}} and f {\displaystyle f} as being defined except for a set of μ

    Dominated convergence theorem

    Dominated convergence theorem

    Dominated_convergence_theorem

  • Null symbol
  • Topics referred to by the same term

    up null or ␀ in Wiktionary, the free dictionary. Null symbol may refer to: Null character, U+0000 <control-0000> , Null sign (∅), the empty set Null (SQL)

    Null symbol

    Null_symbol

  • Conditional expectation
  • Expected value of a random variable given that certain conditions are known to occur

    {\mathcal {H}})} may have a different null set. Because countable unions of null sets are null sets, for a countable set of X i {\displaystyle X_{i}} , one

    Conditional expectation

    Conditional_expectation

  • Null hypothesis
  • Position that there is no relationship between two phenomena

    hypothesis in which no relationship exists between two sets of data or variables being analyzed. If the null hypothesis is true, any experimentally observed

    Null hypothesis

    Null_hypothesis

  • Null Island
  • Cartographical (only) marker at 0°N, 0°E

    Wikimedia Commons has media related to Null Island. Null Island is the location at zero degrees latitude and zero degrees longitude (0°N 0°E / 0°N 0°E

    Null Island

    Null_Island

  • Completeness
  • Topics referred to by the same term

    converges) Complete measure, a measure space where every subset of every null set is measurable Completion (algebra), at an ideal Completeness (cryptography)

    Completeness

    Completeness

  • Equivalence (measure theory)
  • Property of two measures in measure theory

    {\mathcal {A}}\mid \nu (A)=0\}} be the sets of μ {\displaystyle \mu } -null sets and ν {\displaystyle \nu } -null sets, respectively. Then the measure ν {\displaystyle

    Equivalence (measure theory)

    Equivalence_(measure_theory)

  • Major Major Major Major
  • Fictional character in the novel ''Catch-22''

    Literature Alan Nadel observes that Maj. Major is "perhaps the exemplary null set in the novel". Everything about the character, he states, signifies nothing:

    Major Major Major Major

    Major_Major_Major_Major

  • Axiom of empty set
  • Axiom of Set Theory

    set theory, the axiom of empty set, also called the axiom of null set and the axiom of existence, is a statement that asserts the existence of a set with

    Axiom of empty set

    Axiom_of_empty_set

  • Rational number
  • Quotient of two integers

    of irrational numbers) is uncountable, the set of rational numbers is a null set, that is, almost all real numbers are irrational, in the sense of Lebesgue

    Rational number

    Rational number

    Rational_number

  • Weierstrass function
  • Function that is continuous everywhere but differentiable nowhere

    for example the Lipschitz functions, whose set of non-differentiability points must be a Lebesgue null set (Rademacher's theorem). When we try to draw

    Weierstrass function

    Weierstrass function

    Weierstrass_function

  • List of types of sets
  • dense set Bounded set Totally bounded set Borel set Baire set Measurable set, Non-measurable set Universally measurable set Negligible set Null set Haar

    List of types of sets

    List_of_types_of_sets

  • Null (SQL)
  • Marker used in SQL databases to indicate a value does not exist

    In the SQL database query language, null or NULL is a special marker used to indicate that a data value does not exist in the database. Introduced by the

    Null (SQL)

    Null (SQL)

    Null_(SQL)

  • Meagre set
  • "Small" subset of a topological space

    of a null set of reals is a meagre set, and vice versa. In fact, the image of a set of reals under the map is null if and only if the original set was

    Meagre set

    Meagre_set

  • Sard's theorem
  • Theorem in mathematical analysis

    Euclidean space or manifold to another is a null set, i.e., it has Lebesgue measure 0. This makes the set of critical values "small" in the sense of a

    Sard's theorem

    Sard's_theorem

  • Zermelo set theory
  • System of mathematical set theory

    elements." AXIOM II. Axiom of elementary sets (Axiom der Elementarmengen) "There exists a set, the null set, ∅, that contains no element at all. If a

    Zermelo set theory

    Zermelo_set_theory

  • Atom (measure theory)
  • Minimal measurable set with positive measure

    unions is again a countable union, and that the countable unions of null sets are null. A σ {\displaystyle \sigma } -finite atomic measure μ {\displaystyle

    Atom (measure theory)

    Atom_(measure_theory)

  • Set theory of the real line
  • Area of mathematics

    countable sets of reals are null, i.e. have Lebesgue measure 0; one might therefore ask the least possible size of a set which is not Lebesgue null. This

    Set theory of the real line

    Set_theory_of_the_real_line

  • Non-measurable set
  • Set which cannot be assigned a meaningful "volume"

    intervals (called Borel sets) plus-minus null sets. These sets are rich enough to include every conceivable definition of a set that arises in standard

    Non-measurable set

    Non-measurable_set

  • Causal structure
  • Causal relationships between points in a manifold

    {\displaystyle X} is: timelike if g ( X , X ) < 0 {\displaystyle \,g(X,X)<0} null or lightlike if g ( X , X ) = 0 {\displaystyle \,g(X,X)=0} spacelike if g

    Causal structure

    Causal_structure

  • Almost all
  • In mathematics, with negligible exceptions

    except for a null set". Similarly, if S is some set of reals, "almost all numbers in S" can mean "all numbers in S except for those in a null set". The real

    Almost all

    Almost_all

  • Nullable type
  • Feature of some programming languages

    Nullable types are a feature of some programming languages which allow a value to be set to the special value NULL instead of the usual possible values

    Nullable type

    Nullable_type

  • Lebesgue integral
  • Method of mathematical integration

    {\displaystyle \{x\mid f(x)\neq g(x)\}} is a subset of a null set. Measurability of the set { x ∣ f ( x ) ≠ g ( x ) } {\displaystyle \{x\mid f(x)\neq

    Lebesgue integral

    Lebesgue integral

    Lebesgue_integral

  • Standard probability space
  • Type of probability space

    approach of Rokhlin, based on measure theory, neglects null sets, in contrast to descriptive set theory. Standard probability spaces are used routinely

    Standard probability space

    Standard_probability_space

  • Density topology
  • measure algebra", i.e., the Boolean algebra of Lebesgue-measurable sets modulo null sets. Like R {\displaystyle \mathbb {R} } with the usual topology, R

    Density topology

    Density_topology

  • Rough path
  • Concept in stochastic analysis

    ) {\displaystyle \phi _{u,t}(\phi _{s,u}(x))=\phi _{s,t}(x)} outside a null set independent of s , u , t {\displaystyle s,u,t} . The Universal Limit Theorem

    Rough path

    Rough_path

  • Generic property
  • Property holding for typical examples

    (negligible set); the two main classes are: In measure theory, a generic property is one that holds almost everywhere, with the dual concept being null set, meaning

    Generic property

    Generic_property

  • Cardinal characteristic of the continuum
  • Set theory concept

    set; equivalently, it is the least cardinality of a set that is not a Lebesgue null set. We denote by ω ω {\displaystyle \omega ^{\omega }} the set of

    Cardinal characteristic of the continuum

    Cardinal_characteristic_of_the_continuum

  • Set function
  • Function from sets to numbers

    {F}}.} Null sets A set F ∈ F {\displaystyle F\in {\mathcal {F}}} is called a null set (with respect to μ {\displaystyle \mu } ) or simply null if μ (

    Set function

    Set_function

  • WHO-CHOICE
  • World Health Organization initiative

    ICM-CEA in two important ways: Interventions were compared against the null set of interventions, rather than the existing backdrop of interventions. This

    WHO-CHOICE

    WHO-CHOICE

  • Complete measure
  • Measure space in mathematics

    complete measure space) is a measure space in which every subset of every null set is measurable (having measure zero). More formally, a measure space (X

    Complete measure

    Complete_measure

  • Uncountable set
  • Infinite set that is not countable

    number: a set is uncountable if its cardinal number is larger than aleph-null, the cardinality of the natural numbers. Examples of uncountable sets include

    Uncountable set

    Uncountable_set

  • Borel–Kolmogorov paradox
  • Conditional probability paradox

    probability with respect to an event of probability zero (also known as a null set). It is named after Émile Borel and Andrey Kolmogorov. Suppose that a random

    Borel–Kolmogorov paradox

    Borel–Kolmogorov_paradox

  • Filtration (probability theory)
  • Model of information available at a given point of a random process

    {\mathcal {F}}{\text{ with }}P(B)=0\}} be the set of all sets that are contained within a P {\displaystyle P} -null set. A filtration F = ( F i ) i ∈ I {\displaystyle

    Filtration (probability theory)

    Filtration_(probability_theory)

  • Degenerate conic
  • 2nd-degree plane curve which is reducible

    infinity), a single point (in fact, two complex conjugate lines), or the null set (twice the line at infinity or two parallel complex conjugate lines). All

    Degenerate conic

    Degenerate conic

    Degenerate_conic

  • Degenerate distribution
  • Probability distribution

    {\mathcal {A}},\mu )} is a probability distribution whose support is a null set with respect to μ {\displaystyle \mu } . For instance, in the n-dimensional

    Degenerate distribution

    Degenerate distribution

    Degenerate_distribution

  • Negligible set
  • Mathematical set regarded as insignificant

    the limit of a sequence, and null sets can be ignored when studying the integral of a measurable function. Negligible sets define several useful concepts

    Negligible set

    Negligible_set

  • Almost disjoint sets
  • Two sets with a small overlap

    two subsets A and B of X are almost disjoint if their intersection is a null-set, i.e. if m ( A ∩ B ) = 0. {\displaystyle m(A\cap B)=0.} Let X be a topological

    Almost disjoint sets

    Almost_disjoint_sets

  • Null morpheme
  • Morpheme with no phonetic form

    either the figure zero (0) or the empty set symbol ∅. In most languages, it is the affixes that are realized as null morphemes, indicating that the derived

    Null morpheme

    Null_morpheme

  • Null distribution
  • Probability distribution of the test statistic under the null hypothesis

    F-distribution. Null distribution is a tool scientists often use when conducting experiments. The null distribution is the distribution of two sets of data under

    Null distribution

    Null distribution

    Null_distribution

  • Null modem
  • Serial cable connecting two computers

    Null modem is a communication method to directly connect two DTEs (computer, terminal, printer, etc.) using an RS-232 serial cable. The name stems from

    Null modem

    Null modem

    Null_modem

  • Fatou's lemma
  • Lemma in measure theory

    \mu } -almost everywhere. In other words, it is enough that there is a null set N {\displaystyle N} such that the values { f n ( x ) } {\displaystyle \{f_{n}(x)\}}

    Fatou's lemma

    Fatou's_lemma

  • Kripke–Platek set theory
  • System of mathematical set theory

    set x. Suppose φ (y) holds for all elements y in x. If x is not in ω, let f be { ⟨ 0, 0 ⟩ } = { { { { } } } }, which exists by the axioms of null set

    Kripke–Platek set theory

    Kripke–Platek_set_theory

  • Morse–Kelley set theory
  • System of mathematical set theory

    existence of two sets, the infinite inductive set y, and the null set ∅ . {\displaystyle \varnothing .} ∅ {\displaystyle \varnothing } is a set simply because

    Morse–Kelley set theory

    Morse–Kelley_set_theory

  • Referential integrity
  • Where all data references are valid

    not allowed) or SET NULL / SET DEFAULT (a changed/deleted key in the referenced table results in setting the referencing values to NULL or to the DEFAULT

    Referential integrity

    Referential integrity

    Referential_integrity

  • Radix tree
  • Data structure

    elementsFound) elements of x // Was an edge found? if (nextEdge != null) { // Set the next node to explore traverseNode := nextEdge.targetNode; // Increment

    Radix tree

    Radix tree

    Radix_tree

  • Almost surely
  • Probability saying

    ) happens almost surely if E C {\displaystyle E^{C}} is contained in a null set: a subset N {\displaystyle N} in F {\displaystyle {\mathcal {F}}} such

    Almost surely

    Almost_surely

  • Measure algebra
  • space gives a measure algebra on the Boolean algebra of measurable sets modulo null sets. A measure algebra is a Boolean algebra B {\displaystyle B} with

    Measure algebra

    Measure_algebra

  • Linear subspace
  • In mathematics, vector subspace

    {0} .} The set of solutions to this equation is known as the null space of the matrix. For example, the subspace described above is the null space of the

    Linear subspace

    Linear_subspace

  • Hopf decomposition
  • Type of mathematical method

    measurable and carries null sets onto null sets. Up to null sets, X can be written as a disjoint union C ∐ D of T-invariant sets where the action of T

    Hopf decomposition

    Hopf_decomposition

  • Null ideal
  • Topics referred to by the same term

    Null ideal may refer to: The ideal of null sets in measure theory An ideal that is a pseudo-ring of square zero in ring theory This disambiguation page

    Null ideal

    Null_ideal

  • Literature (card game)
  • Card game

    of the sets is lost as a null set (depending on house rules; see below). The final amount would only consist of 8 sets. One variant uses sets of four

    Literature (card game)

    Literature_(card_game)

  • Direct integral
  • Generalization of the concept of a direct sum in mathematics

    measurable set is one that differs from a Borel set by a null set. The measure μ on X is a standard measure if and only if there is a null set E such that

    Direct integral

    Direct_integral

  • Glossary of set theory
  • expansion. NS Nonstationary null German for zero, occasionally used in terms such as "aleph null" (aleph zero) or "null set" (empty set) number class The first

    Glossary of set theory

    Glossary_of_set_theory

  • Monotone convergence theorem
  • Theorems on the convergence of bounded monotonic sequences

    -almost everywhere, then redefining the limit function arbitrarily on a null set preserves measurability and leaves all integrals unchanged. Hence the theorem

    Monotone convergence theorem

    Monotone_convergence_theorem

  • Derivations of the Lorentz transformations
  • {\displaystyle g} is a symmetric bilinear form on V {\displaystyle V} such that the null set of the associated quadratic form of h {\displaystyle h} is contained in

    Derivations of the Lorentz transformations

    Derivations of the Lorentz transformations

    Derivations_of_the_Lorentz_transformations

  • Type I and type II errors
  • Concepts from statistical hypothesis testing

    of a true null hypothesis in statistical hypothesis testing. A type II error, or a false negative, is the incorrect acceptance of a false null hypothesis

    Type I and type II errors

    Type_I_and_type_II_errors

  • Null model
  • mathematics, for example in the study of statistical properties of graphs, a null model is a type of random object that matches one specific object in some

    Null model

    Null_model

  • Markov chain
  • Random process independent of past history

    = ∅ {\displaystyle S=\emptyset } or Ω {\displaystyle \Omega } (up to a null set). The terminology is inconsistent. Given a Markov chain with a stationary

    Markov chain

    Markov chain

    Markov_chain

  • Visual acuity
  • Clarity of vision

    object distances, close set-backs, and low velocities generally lower the salience of lateral motion. Detection with close or null set-back can be accomplished

    Visual acuity

    Visual acuity

    Visual_acuity

  • Venn diagram
  • Diagram that shows all possible logical relations between a collection of sets

    null or is not-null". Venn diagrams normally comprise overlapping circles. The interior of the circle symbolically represents the elements of the set

    Venn diagram

    Venn diagram

    Venn_diagram

  • Abelian von Neumann algebra
  • standard measure space (that is X − N is a standard Borel space for some null set N and μ is a σ-finite measure) then L2(X, μ) is separable. The relationship

    Abelian von Neumann algebra

    Abelian_von_Neumann_algebra

  • Positive and negative sets
  • Concept in measure theory

    \mu } -null. The same is true for negative sets, if N {\displaystyle N} is used instead of P . {\displaystyle P.} Set function – Function from sets to numbers

    Positive and negative sets

    Positive_and_negative_sets

  • P-value
  • Function of the observed sample results

    In null-hypothesis significance testing, the p-value is the probability of obtaining test results at least as extreme as the result actually observed,

    P-value

    P-value

  • Conservative system
  • Theory in physics and mathematics

    Precisely speaking, they are those dynamical systems that have a null wandering set: under time evolution, no portion of the phase space ever "wanders

    Conservative system

    Conservative_system

  • Fisher information
  • Notion in statistics

    respect to θ exists almost everywhere. (It can fail to exist on a null set, as long as this set does not depend on θ.) The integral of f(X; θ) can be differentiated

    Fisher information

    Fisher information

    Fisher_information

  • Null function
  • Type of subroutine in computer science

    science, a null function (or null operator) is a subroutine that leaves the program state unchanged. When it is part of the instruction set of a processor

    Null function

    Null_function

  • Kernel (linear algebra)
  • Vectors mapped to 0 by a linear map

    In mathematics, the kernel of a linear map, also known as the null space or nullspace, is the part of the domain which is mapped to the zero vector of

    Kernel (linear algebra)

    Kernel (linear algebra)

    Kernel_(linear_algebra)

  • Statistics
  • Study of collection and analysis of data

    the two data sets, an alternative to an idealized null hypothesis of no relationship between two data sets. Rejecting or disproving the null hypothesis

    Statistics

    Statistics

    Statistics

  • Universe (mathematics)
  • All-encompassing set or class

    the intersection of zero sets (meaning no sets, not null sets). Without a universe, the nullary intersection would be the set of absolutely everything

    Universe (mathematics)

    Universe (mathematics)

    Universe_(mathematics)

  • Catuṣkoṭi
  • Fourfold logical system in Indian philosophy

    true i.e. the universal set `` 3 Neither P nor not P are true i.e. it is a null set Neither P nor not P are true it is a null set `` 4. Not (neither p nor

    Catuṣkoṭi

    Catuṣkoṭi

  • Trent Reznor
  • American singer-songwriter musician (born 1965)

    released a 2-hour box set for the Bird Box soundtrack containing additional material from their recording sessions, titled Bird Box/Null 09 Extended. Reznor

    Trent Reznor

    Trent Reznor

    Trent_Reznor

  • Null result
  • Unexpected outcome in experiments

    probability (under the null hypothesis) does not exceed the significance level, i.e., the threshold set prior to testing for rejection of the null hypothesis. The

    Null result

    Null_result

  • Confounding
  • Bias in causal inference

    set Z can introduce bias. A typical counterexample occurs when Z is a common effect of X and Y, a case in which Z is not a confounder (i.e., the null

    Confounding

    Confounding

    Confounding

  • Invertible matrix
  • Matrix with a multiplicative inverse

    numbers, the set of singular n-by-n matrices, considered as a subset of ⁠ R n × n , {\displaystyle \mathbb {R} ^{n\times n},} ⁠ is a null set, that is, has

    Invertible matrix

    Invertible_matrix

  • List of exceptional set concepts
  • dense set Null set, conull set Partition regular Piecewise syndetic set Schnirelmann density Small set (combinatorics) Stationary set Syndetic set Thick

    List of exceptional set concepts

    List_of_exceptional_set_concepts

  • Radon–Nikodym theorem
  • Expressing a measure as an integral of another

    the above equality is uniquely defined up to a μ {\displaystyle \mu } -null set, that is, if g {\displaystyle g} is another function which satisfies the

    Radon–Nikodym theorem

    Radon–Nikodym_theorem

  • Unit type
  • Type that allows only one value

    return null (in fact, typeof(null) is void): typeof(null) returnThatSpecialThing() { return null; } void writeTypeOfNull() { writeln(typeof(null)); //

    Unit type

    Unit_type

  • Aleph number
  • Infinite cardinal number

    an infinite set is that of the natural numbers, denoted by ℵ 0 {\displaystyle \aleph _{0}} (read aleph-nought, aleph-zero, or aleph-null); the next larger

    Aleph number

    Aleph number

    Aleph_number

  • Hahn decomposition theorem
  • Measurability theorem

    and N △ N ′ {\displaystyle N\triangle N'} are μ {\displaystyle \mu } -null sets in the strong sense that every Σ {\displaystyle \Sigma } -measurable subset

    Hahn decomposition theorem

    Hahn_decomposition_theorem

  • Statistical significance
  • Concept in inferential statistics

    \alpha } , is the probability of the study rejecting the null hypothesis, given that the null hypothesis is true; and the p-value of a result, p {\displaystyle

    Statistical significance

    Statistical_significance

  • Join (SQL)
  • SQL clause

    is to eliminate the rows with the NULL value. If NULL join columns are to be deliberately removed from the result set, an inner join can be faster than

    Join (SQL)

    Join (SQL)

    Join_(SQL)

  • Discontinuities of monotone functions
  • Monotone maps have countable discontinuities

    In the mathematical field of analysis, a well-known theorem describes the set of discontinuities of a monotone real-valued function of a real variable;

    Discontinuities of monotone functions

    Discontinuities_of_monotone_functions

  • Null cipher
  • Simple form of encryption

    A null cipher, also known as concealment cipher, is an ancient form of encryption where the plaintext is mixed with a large amount of non-cipher material

    Null cipher

    Null_cipher

  • Bayes space
  • Statistical field

    function space defined as an equivalence class of measures with the same null-sets. Two measures are defined to be equivalent if they are proportional. The

    Bayes space

    Bayes space

    Bayes_space

  • Null graph
  • Order-zero graph or any edgeless graph

    In the mathematical field of graph theory, the term "null graph" may refer either to the order-zero graph, or alternatively, to any edgeless graph (the

    Null graph

    Null graph

    Null_graph

  • Piccadilly Zero Hour 12
  • 1963 film

    Piccadilly Zero Hour 12 (German: Piccadilly null Uhr zwölf) is a 1963 West German crime film directed by Rudolf Zehetgruber and starring Helmut Wildt.

    Piccadilly Zero Hour 12

    Piccadilly_Zero_Hour_12

  • Trace operator
  • Boundary condition for generalized functions

    arbitrary values on ∂ Ω {\textstyle \partial \Omega } since this is a null set with respect to the n-dimensional Lebesgue measure. If Ω ⊂ R 1 {\textstyle

    Trace operator

    Trace_operator

AI & ChatGPT searchs for online references containing NULL SET

NULL SET

AI search references containing NULL SET

NULL SET

  • EMÁNUEL
  • Male

    Hungarian

    EMÁNUEL

    Hungarian form of Greek Emmanouel, EMÁNUEL means "God is with us."

    EMÁNUEL

  • Tull
  • Surname or Lastname

    English

    Tull

    English : of uncertain origin, possibly from an unrecorded late survival of the Old English personal name Tula.South German (Tüll) : from a nickname for someone who was patient, from Middle High German dult ‘patience’; or from a personal name formed with the same word; or from Middle High German tult, dult ‘fair’, ‘festival’ (Bavarian Dult).South German : nickname for a stubborn man, Tull.Altered spelling of German Toll.

    Tull

  • Nell
  • Surname or Lastname

    Dutch and German

    Nell

    Dutch and German : from the personal name Nel, a reduced form of Cornelius.South German : nickname from Middle High German nelle ‘crown of the head’, perhaps denoting an obstinate person.English : from the Middle English personal name Nel(le), a variant of Neill.

    Nell

  • Hull
  • Surname or Lastname

    English

    Hull

    English : variant of Hill 1.English : from a pet form of Hugh.

    Hull

  • Nell
  • Boy/Male

    Celtic

    Nell

    Champion.

    Nell

  • Gull
  • Surname or Lastname

    English

    Gull

    English : nickname from Middle English gulle ‘gull’ or gul(le) (Old Norse gulr) ‘yellow’, ‘pale’ (of hair or complexion).Swiss German : nickname for an irascible or unreliable person, from an Alemannic form of Latin gallus ‘rooster’. See also Guell.

    Gull

  • Gull
  • Girl/Female

    Afghan, Australian, Danish, Swedish

    Gull

    God

    Gull

  • Cull
  • Surname or Lastname

    English

    Cull

    English : from the Old English personal name Cula.Americanized spelling of German and Swedish Kall or German Koll.

    Cull

  • Nell
  • Girl/Female

    American, Australian, British, Danish, English, French, German, Greek, Irish, Swedish

    Nell

    Shining Light; Light; The Light of the Sun from Eleanor and Variation of Helen; Sun Ray; Stone; Champion; Horn; Torch; Moon; Moon Elope

    Nell

  • NOLL
  • Male

    English

    NOLL

    Medieval pet form of English Oliver, probably NOLL means "elf army."

    NOLL

  • Lull
  • Surname or Lastname

    English

    Lull

    English : from an Old English personal name, Lulla.German (Lüll) : from a short form of any of the Germanic personal names formed with liut- ‘people’ as the first element.Catalan (also Llull) : from the personal name Lullus, probably of Germanic origin.

    Lull

  • Dull
  • Boy/Male

    Shakespearean

    Dull

    Love's Labours Lost' A constable.

    Dull

  • Full
  • Girl/Female

    Arabic

    Full

    Arabian Jasmine

    Full

  • Mull
  • Boy/Male

    British, English

    Mull

    Grinder

    Mull

  • Nill
  • Boy/Male

    Hindu

    Nill

    Battle maiden

    Nill

  • Bull
  • Surname or Lastname

    English

    Bull

    English : nickname for a strong, aggressive, bull-like man, from Middle English bul(l)e, bol(l)e. Occasionally, the name may denote a keeper of a bull. Compare Bulman.German (mainly northern) : from a byname for a cattle breeder, keeper, or dealer. Compare South German Ochs.South German : nickname for a short fat man, a variant of Bolle, or a nickname for a man with the physical characteristics of a bull.

    Bull

  • Lull
  • Boy/Male

    British, English, Spanish

    Lull

    Strong Leader; Empty

    Lull

  • Full
  • Surname or Lastname

    English

    Full

    English : unexplained.Possibly a shortened form of any of several German compound surnames formed with Full- or Füll-.

    Full

  • NELL
  • Female

    English

    NELL

    Pet form of English Eleanor, NELL means "foreign; the other."

    NELL

  • Nell
  • Girl/Female

    Greek American English French

    Nell

    Shining light. The bright one.

    Nell

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Online names & meanings

  • Fawha
  • Girl/Female

    Arabic, Muslim

    Fawha

    Breath of Fragrance

  • Munir
  • Boy/Male

    African, Arabic, French, German, Hindu, Indian, Muslim, Swahili

    Munir

    Shining; Sparkling; Luminous; Moon's Light; Lamp; Brilliant; Bright

  • MATTHAIOS
  • Male

    Greek

    MATTHAIOS

    (Ματθαίος) Contracted form of Greek Maththaios, MATTHAIOS means "gift of God." In the bible, this is the name of a son of Alphaios, one of the twelve disciples.

  • Farah | فراح
  • Girl/Female

    Muslim

    Farah | فراح

    Joy

  • Kushalraj | குஷலராஜ
  • Boy/Male

    Tamil

    Kushalraj | குஷலராஜ

  • Cidro
  • Boy/Male

    Spanish

    Cidro

    Abbreviation of Isadoro 'strong gift.

  • Mannara
  • Girl/Female

    Greek

    Mannara

    Shining.

  • Marget
  • Girl/Female

    British, English, French, Greek, Latin

    Marget

    Sweet; Beautiful; Intelligent

  • TZUFIT
  • Female

    Hebrew

    TZUFIT

    (צוּפִית) Feminine form of Hebrew Tzuf, TZUFIT means "flow, overflow," hence "honey as dropping."

  • Kian
  • Boy/Male

    Hindu

    Kian

    Grace of God, Ancient or distant

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Other words and meanings similar to

NULL SET

AI search in online dictionary sources & meanings containing NULL SET

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  • Chock-full
  • a.

    Quite full; choke-full.

  • Choke-full
  • a.

    Full to the brim; quite full; chock-full.

  • Cull
  • n.

    A cully; a dupe; a gull. See Cully.

  • Full
  • Compar.

    Abundantly furnished or provided; sufficient in. quantity, quality, or degree; copious; plenteous; ample; adequate; as, a full meal; a full supply; a full voice; a full compensation; a house full of furniture.

  • Dull
  • superl.

    Furnishing little delight, spirit, or variety; uninteresting; tedious; cheerless; gloomy; melancholy; depressing; as, a dull story or sermon; a dull occupation or period; hence, cloudy; overcast; as, a dull day.

  • Pull
  • n.

    The act of rowing; as, a pull on the river.

  • Bull
  • a.

    Of or pertaining to a bull; resembling a bull; male; large; fierce.

  • Mull
  • v. t.

    To dispirit or deaden; to dull or blunt.

  • Pull
  • v. t.

    To move or operate by the motion of drawing towards one; as, to pull a bell; to pull an oar.

  • Full
  • Compar.

    Not wanting in any essential quality; complete, entire; perfect; adequate; as, a full narrative; a person of full age; a full stop; a full face; the full moon.

  • Mull
  • v. t.

    To heat, sweeten, and enrich with spices; as, to mull wine.

  • Pull
  • v. t.

    To gather with the hand, or by drawing toward one; to pluck; as, to pull fruit; to pull flax; to pull a finch.

  • Dull
  • superl.

    Not bright or clear to the eye; wanting in liveliness of color or luster; not vivid; obscure; dim; as, a dull fire or lamp; a dull red or yellow; a dull mirror.

  • Hull
  • v. t.

    To strip off or separate the hull or hulls of; to free from integument; as, to hull corn.

  • Bull
  • v. t.

    To endeavor to raise the market price of; as, to bull railroad bonds; to bull stocks; to bull Lake Shore; to endeavor to raise prices in; as, to bull the market. See 1st Bull, n., 4.

  • Pull
  • n.

    A knob, handle, or lever, etc., by which anything is pulled; as, a drawer pull; a bell pull.

  • Mull
  • n.

    A promontory; as, the Mull of Cantyre.

  • Dull
  • v. i.

    To become dull or stupid.

  • Nul
  • a.

    No; not any; as, nul disseizin; nul tort.

  • Pull
  • n.

    A contest; a struggle; as, a wrestling pull.