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COMPLETELY POSITIVE-MAP

  • Completely positive map
  • C*-algebra mapping preserving positive elements

    In mathematics a positive map is a map between C*-algebras that sends positive elements to positive elements. A completely positive map is one that satisfies

    Completely positive map

    Completely_positive_map

  • Choi's theorem on completely positive maps
  • Classification of completely positive maps

    In mathematics, Choi's theorem on completely positive maps is a result that classifies completely positive maps between finite-dimensional (matrix) C*-algebras

    Choi's theorem on completely positive maps

    Choi's_theorem_on_completely_positive_maps

  • Quantum operation
  • Class of transformations that quantum systems and processes can undergo

    mechanical system. Rigorously, a quantum operation is a linear, completely positive map from the set of density operators into itself. In the context of

    Quantum operation

    Quantum_operation

  • Positive map
  • Topics referred to by the same term

    The term positive map may refer to: Positive-definite functions in classical analysis Choi's theorem on completely positive maps between C*-algebras (pronounced

    Positive map

    Positive_map

  • Stinespring dilation theorem
  • Theorem

    operator theory that represents any completely positive map on a C*-algebra A as a composition of two completely positive maps each of which has a special form:

    Stinespring dilation theorem

    Stinespring_dilation_theorem

  • Petz recovery map
  • Quantum analog of Bayes' theorem

    and quantum state. (A quantum channel is a completely positive trace-preserving (CPTP) map.) This recovery map is designed in a manner that, when applied

    Petz recovery map

    Petz_recovery_map

  • Quantum channel
  • Foundational object in quantum communication theory

    the Internet. Terminologically, quantum channels are completely positive (CP) trace-preserving maps between spaces of operators. In other words, a quantum

    Quantum channel

    Quantum_channel

  • Quantum process
  • Time evolution of quantum systems

    formalism (also known as a quantum dynamical map), which is a linear, trace-preserving, and completely positive map from the set of density matrices to itself

    Quantum process

    Quantum_process

  • Choi–Jamiołkowski isomorphism
  • Correspondence between quantum channels and quantum states

    refers to the correspondence between quantum channels (described by completely positive maps) and quantum states (described by density matrices), this is introduced

    Choi–Jamiołkowski isomorphism

    Choi–Jamiołkowski_isomorphism

  • Unital map
  • Mapping preserving identity

    context of completely positive maps, especially when they represent quantum operations. If ϕ {\displaystyle \phi } is completely positive, it can always

    Unital map

    Unital_map

  • Channel-state duality
  • isomorphism between completely positive maps (channels) from A to Cn×n, where A is a C*-algebra and Cn×n denotes the n×n complex entries, and positive linear functionals

    Channel-state duality

    Channel-state_duality

  • Von Neumann algebra
  • *-algebra of bounded operators on a Hilbert space

    any completely positive linear map from any self adjoint closed subspace containing 1 of any unital C*-algebra A to M can be extended to a completely positive

    Von Neumann algebra

    Von_Neumann_algebra

  • Google Maps
  • Web mapping service

    Google Maps, which is designed to offer a seven-day average data of the total COVID-19-positive cases per 100,000 people in the area selected on the map. It

    Google Maps

    Google Maps

    Google_Maps

  • Superoperator
  • In physics, a linear operator acting on a vector space of linear operators

    linear operators. Sometimes the term refers more specially to a completely positive map which also preserves or does not increase the trace of its argument

    Superoperator

    Superoperator

  • Compact operator
  • Type of continuous linear operator

    between Banach spaces are always completely continuous, but the converse is false, because there exists a completely continuous operator that is not compact

    Compact operator

    Compact_operator

  • Born rule
  • Calculation rule in quantum mechanics

    ensured by requiring that the time evolution is a trace-preserving, completely positive map.) The Born rule was formulated by Born in a 1926 paper. In this

    Born rule

    Born_rule

  • No-broadcasting theorem
  • Theorem of quantum information processing

    physical resources independent of the input state to implement—a completely positive map. A corollary is that there is a physical process capable of broadcasting

    No-broadcasting theorem

    No-broadcasting_theorem

  • Open quantum system
  • Quantum mechanical system that interacts with a quantum-mechanical environment

    based on an axiomatic approach. The basic starting point is a completely positive map. The assumption is that the initial system-environment state is

    Open quantum system

    Open_quantum_system

  • Fidelity of quantum states
  • Term in quantum mechanics

    {E}}(\sigma ))\geq F(\rho ,\sigma ),} for any trace-preserving completely positive map E {\displaystyle {\mathcal {E}}} . We can define the trace distance

    Fidelity of quantum states

    Fidelity_of_quantum_states

  • Categorical quantum mechanics
  • Quantum mechanics posed in terms of category theory

    the ability to take adjoints of linear maps. Considering only the morphisms that are completely positive maps, one can also handle mixed states, allowing

    Categorical quantum mechanics

    Categorical_quantum_mechanics

  • Quantum tomography
  • Reconstruction of quantum states based on measurements

    {\displaystyle {\mathcal {E}}(\rho )} , can be described by a completely positive map E ( ρ ) = ∑ i A i ρ A i † {\displaystyle {\mathcal {E}}(\rho )=\sum

    Quantum tomography

    Quantum tomography

    Quantum_tomography

  • Bounded operator
  • Kind of linear transformation

    ISBN 978-3-030-97814-3 Paulsen, Vern, ed. (2003), "Completely Positive Maps", Completely Bounded Maps and Operator Algebras, Cambridge Studies in Advanced

    Bounded operator

    Bounded_operator

  • Gelfand–Naimark–Segal construction
  • Correspondence in functional analysis

    identity. The Stinespring factorization theorem characterizing completely positive maps is an important generalization of the GNS construction. Gelfand

    Gelfand–Naimark–Segal construction

    Gelfand–Naimark–Segal_construction

  • Von Neumann entropy
  • Type of entropy in quantum theory

    |^{2}}}=|i\rangle \langle i|.} We can define a linear, trace-preserving, completely positive map, by summing over all the possible post-measurement states of a

    Von Neumann entropy

    Von Neumann entropy

    Von_Neumann_entropy

  • Measurement in quantum mechanics
  • Interaction of a quantum system with a classical observer

    to be measured again. We can define a linear, trace-preserving, completely positive map, by summing over all the possible post-measurement states of a

    Measurement in quantum mechanics

    Measurement_in_quantum_mechanics

  • Reduction criterion
  • all positive map Φ, ( I ⊗ Φ ) ( ρ ) ≥ 0. {\displaystyle (I\otimes \Phi )(\rho )\geq 0.} Thus every positive, but not completely positive, map Φ gives rise

    Reduction criterion

    Reduction_criterion

  • List of theorems
  • theory) Browder–Minty theorem (operator theory) Choi's theorem on completely positive maps (operator theory) Commutation theorem (von Neumann algebra) Fuglede's

    List of theorems

    List_of_theorems

  • Multipartite entanglement
  • Quantum entanglement of more than 2 qubits

    positive but not completely positive maps can be naturally generalized from the bipartite case, as follows. Any positive but not completely positive (PnCP)

    Multipartite entanglement

    Multipartite_entanglement

  • Viacheslav Belavkin
  • State University Known for Belavkin equation Choi's theorem on completely positive maps Awards State Prize of the Russian Federation Scientific career

    Viacheslav Belavkin

    Viacheslav_Belavkin

  • William Arveson
  • American mathematician (1934–2011)

    Arveson's work on completely positive maps. One of his earlier results in this area is an extension theorem for completely positive maps with values in the

    William Arveson

    William Arveson

    William_Arveson

  • Entanglement witness
  • Construct in quantum information theory

    Using the isomorphism between entanglement witnesses and non-completely positive maps, it was shown (by the Horodeckis) that Theorem Assume that H A

    Entanglement witness

    Entanglement_witness

  • Nuclear C*-algebra
  • the following equivalent characterizations: The identity map, as a completely positive map, approximately factors through matrix algebras. By this equivalence

    Nuclear C*-algebra

    Nuclear_C*-algebra

  • Mathematical formulation of quantum mechanics
  • Mathematical structures that allow quantum mechanics to be explained

    one among many other quantum operations, which are described by completely positive maps which do not increase the trace. Part of the folklore of the subject

    Mathematical formulation of quantum mechanics

    Mathematical_formulation_of_quantum_mechanics

  • Göran Lindblad (physicist)
  • Swedish theoretical physicist

    1007/BF01608390. S2CID 120760667. Lindblad, Göran (June 1975). "Completely positive maps and entropy inequalities". Communications in Mathematical Physics

    Göran Lindblad (physicist)

    Göran Lindblad (physicist)

    Göran_Lindblad_(physicist)

  • LOCC
  • Method in quantum computation and communication

    \left\{{\mathcal {E}}_{x}\right\}} , for which the trace-non-increasing completely positive maps (CPMs) E x {\displaystyle {\mathcal {E}}_{x}} are local for all

    LOCC

    LOCC

    LOCC

  • Dagger category
  • Category equipped with involution

    1–3, 293–307 P. Selinger, Dagger compact closed categories and completely positive maps, Proceedings of the 3rd International Workshop on Quantum Programming

    Dagger category

    Dagger_category

  • Lieb–Robinson bounds
  • Speed limit of quantum information

    infinite dynamics as a strongly continuous cocycle of unit preserving completely positive maps. The Lieb–Robinson bounds were also generalized to interactions

    Lieb–Robinson bounds

    Lieb–Robinson_bounds

  • B. V. Rajarama Bhat
  • Indian mathematician

    the American Mathematical Society, 149, 709 (2001). Dilations, Completely Positive Maps and Geometry (jointly with T. Bhattacharyya). Text and Readings

    B. V. Rajarama Bhat

    B. V. Rajarama Bhat

    B._V._Rajarama_Bhat

  • Generalized probabilistic theory
  • Operator valued Measures (POVMs), and the physical operations are completely positive maps. Systems compose via the tensor product of the underlying complex

    Generalized probabilistic theory

    Generalized_probabilistic_theory

  • Collatz conjecture
  • Open problem on 3x+1 and x/2 functions

    one of the four cycles above or the cycle 0 → 0. The Collatz map can be extended to (positive or negative) rational numbers which have odd denominators when

    Collatz conjecture

    Collatz_conjecture

  • Operator system
  • {C} 1} . The appropriate morphisms between operator systems are completely positive maps. By a theorem of Choi and Effros, operator systems can be characterized

    Operator system

    Operator_system

  • S. L. Woronowicz
  • Polish mathematician and physicist

    Polish Academy of Sciences. Woronowicz and Erling Størmer classified positive maps in low-dimensional cases, which translate to the Peres–Horodecki criterion

    S. L. Woronowicz

    S. L. Woronowicz

    S._L._Woronowicz

  • Bloom filter
  • Data structure for approximate set membership

    false positives. In the case of "Bloomier filters", a false positive is defined as returning a result when the key is not in the map. The map will never

    Bloom filter

    Bloom_filter

  • Quantum instrument
  • Mathematical abstraction of quantum measurement

    {E}}_{x}\}_{x\in X}} denote a collection of trace-non-increasing completely positive maps, such that the sum of all E x {\displaystyle {\mathcal {E}}_{x}}

    Quantum instrument

    Quantum_instrument

  • List of Traders episodes
  • available on diskette. A last minute change in the hockey pool rules completely nullifies Grant and Ian's strategy. Justine is late for work because she

    List of Traders episodes

    List_of_Traders_episodes

  • Cartogram
  • Map distorting size to show another value

    cartogram (also called a value-area map or an anamorphic map, the latter common among German speakers) is a thematic map of a set of features (countries,

    Cartogram

    Cartogram

    Cartogram

  • Karl Kraus (physicist)
  • German theoretical physicist

    the Kraus representation, which is based on Choi's theorem on completely positive maps instead of Stinespring's set, see Quantum Computation and Quantum

    Karl Kraus (physicist)

    Karl Kraus (physicist)

    Karl_Kraus_(physicist)

  • Logistic map
  • Simple polynomial map exhibiting chaotic behavior

    logistic map ( 5-4 ), but the behavior of the solutions is quite different from that of the logistic map . As long as the initial value N 0 is positive, the

    Logistic map

    Logistic map

    Logistic_map

  • Dagger symmetric monoidal category
  • Symmetric monoidal category with a special involution

    Selinger, Peter (2007). "Dagger compact closed categories and completely positive maps: (Extended Abstract)". Electronic Notes in Theoretical Computer

    Dagger symmetric monoidal category

    Dagger_symmetric_monoidal_category

  • Strong subadditivity of quantum entropy
  • Relationship of various quantum subsystems

    1007/BF01609834. ISSN 0010-3616. S2CID 15800519. Lindblad, Göran (1975). "Completely positive maps and entropy inequalities". Communications in Mathematical Physics

    Strong subadditivity of quantum entropy

    Strong_subadditivity_of_quantum_entropy

  • Peres–Horodecki criterion
  • Criterion in quantum information theory

    are completely positive and T is the transposition map. This follows from the Størmer-Woronowicz theorem. Loosely speaking, the transposition map is therefore

    Peres–Horodecki criterion

    Peres–Horodecki_criterion

  • Herz–Schur multiplier
  • numbers. It is a Herz–Schur multiplier if the induced map Ψ: N(G) → N(G) is a completely positive map, where N(G) is the closure of the span M of the image

    Herz–Schur multiplier

    Herz–Schur_multiplier

  • Europe
  • Continent

    usually implies the physical geography of a large land mass completely or almost completely surrounded by water at its borders. Prior to the adoption of

    Europe

    Europe

    Europe

  • Lipschitz continuity
  • Strong form of uniform continuity

    sometimes referred to as a "Lipschitz map". If K = 1 the function is called a short map, and if 0 ≤ K < 1 and f maps a metric space to itself, the function

    Lipschitz continuity

    Lipschitz continuity

    Lipschitz_continuity

  • Special classes of semigroups
  • Families of certain algebraic structures

    example, the structure of the sets of idempotents of regular semigroups is completely known. Structure descriptions are presented in terms of better known types

    Special classes of semigroups

    Special_classes_of_semigroups

  • Fantasy Map Simulator
  • 2024 video game

    Fantasy Map Simulator is a real-time strategic sandbox simulator video game developed and published by The Stranger, released on Steam on September 4

    Fantasy Map Simulator

    Fantasy_Map_Simulator

  • Quantum depolarizing channel
  • Model for quantum noise in quantum systems

    completely positive trace-preserving map Δ λ {\displaystyle \Delta _{\lambda }} , depending on one parameter λ {\displaystyle \lambda } , which maps a

    Quantum depolarizing channel

    Quantum_depolarizing_channel

  • Maps to the Stars
  • 2014 satirical dark comedy film directed by David Cronenberg

    given the film a positive review, with a rating average of 6.3/10. The site's summary states: "Narratively unwieldy and tonally jumbled, Maps to the Stars

    Maps to the Stars

    Maps_to_the_Stars

  • Quantum Markov chain
  • E:{\mathcal {B}}\otimes {\mathcal {B}}\to {\mathcal {B}}} is a completely positive trace-preserving map, and B {\displaystyle {\mathcal {B}}} a C*-algebra of bounded

    Quantum Markov chain

    Quantum_Markov_chain

  • Rössler attractor
  • Attractor for chaotic Rössler system

    main features of the system require non-linear methods such as Poincaré maps and bifurcation diagrams. The original Rössler paper states the Rössler attractor

    Rössler attractor

    Rössler attractor

    Rössler_attractor

  • The Finals
  • 2023 video game

    published by Embark Studios. The game focuses on team-based matches on maps with a completely destructible environment, where players (who are divided into a

    The Finals

    The Finals

    The_Finals

  • Dagger compact category
  • Special dagger category that is compact

    Selinger, Peter (2007). "Dagger compact closed categories and completely positive maps: (Extended Abstract)". Electronic Notes in Theoretical Computer

    Dagger compact category

    Dagger_compact_category

  • Counter-Strike 2
  • 2023 video game

    architecture. In addition, many maps from Global Offensive were updated to take advantage of the features of Source 2, with some maps receiving complete overhauls

    Counter-Strike 2

    Counter-Strike_2

  • Crankcase ventilation system
  • System to relieve pressure in a combustion engine's crankcase

    vacuum to draw the gases through a tube and release them to the atmosphere. Positive crankcase ventilation (PCV) systems – first used in the Second World War

    Crankcase ventilation system

    Crankcase ventilation system

    Crankcase_ventilation_system

  • Semi-simplicity
  • Mathematical property

    Briefly, a category is a collection of objects and maps between such objects, the idea being that the maps between the objects preserve some structure inherent

    Semi-simplicity

    Semi-simplicity

  • Chaos theory
  • Field of mathematics and science based on non-linear systems and initial conditions

    every other length, as well as completely chaotic orbits. Some dynamical systems, like the one-dimensional logistic map defined by x → 4 x (1 – x), are

    Chaos theory

    Chaos theory

    Chaos_theory

  • Star Maps (film)
  • 1997 American film

    writing "Star Maps: Original Motion Picture Soundtrack accomplishes that rare feat for albums of this type: it brings together a completely unrelated collection

    Star Maps (film)

    Star_Maps_(film)

  • Holomorphic function
  • Complex-differentiable (mathematical) function

    integral formula states that every function holomorphic inside a disk is completely determined by its values on the disk's boundary. Furthermore: Suppose

    Holomorphic function

    Holomorphic function

    Holomorphic_function

  • Epigenetics
  • Study of DNA modifications that do not change its sequence

    chain are changed, the shape of the histone might be modified. DNA is not completely unwound during replication. It is possible, then, that the modified histones

    Epigenetics

    Epigenetics

    Epigenetics

  • List of The Amazing Spider-Man issues
  • gets the Prowler to impersonate Spider-Man so that his friends can be completely convinced that he is not Spider-Man. 88 The Arms of Doctor Octopus! Lee/Romita

    List of The Amazing Spider-Man issues

    List_of_The_Amazing_Spider-Man_issues

  • Cauchy–Schwarz inequality
  • Mathematical inequality relating inner products and norms

    Cauchy–Schwarz inequality (Modified Schwarz inequality for 2-positive maps)—For a 2-positive map φ {\displaystyle \varphi } between C*-algebras, for all a

    Cauchy–Schwarz inequality

    Cauchy–Schwarz_inequality

  • Function (mathematics)
  • Association of one output to each input

    the positive real numbers to the real numbers. It thus has an inverse, called the exponential function, that maps the real numbers onto the positive numbers

    Function (mathematics)

    Function_(mathematics)

  • Positive-definite kernel
  • Generalization of a positive-definite matrix

    theory, a branch of mathematics, a positive-definite kernel is a generalization of a positive-definite function or a positive-definite matrix. It was first

    Positive-definite kernel

    Positive-definite_kernel

  • Determinant
  • In mathematics, invariant of square matrices

    |A|. Its value characterizes some properties of the matrix and the linear map represented, on a given basis, by the matrix. In particular, the determinant

    Determinant

    Determinant

  • Transport Fever 3
  • 2026 transport simulation video game

    5, Windows and Xbox Series X/S. Transport Fever 3 features a completely overhauled map generation system utilizing node-based technology. This allows

    Transport Fever 3

    Transport_Fever_3

  • Achromatopsia
  • Medical condition

    the absence of color.[citation needed] The fundus of the eye appears completely normal.[citation needed] Achromatopsia can be classified as complete or

    Achromatopsia

    Achromatopsia

  • Identity function
  • Function that returns its argument unchanged

    basis chosen for the space. The identity function on the positive integers is a completely multiplicative function (essentially multiplication by 1)

    Identity function

    Identity function

    Identity_function

  • Monotonic function
  • Order-preserving mathematical function

    preferences). In this context, the term "monotonic transformation" refers to a positive monotonic transformation and is intended to distinguish it from a "negative

    Monotonic function

    Monotonic function

    Monotonic_function

  • Semisimple module
  • Direct sum of irreducible modules

    area of abstract algebra known as module theory, a semisimple module or completely reducible module is a type of module that can be understood easily from

    Semisimple module

    Semisimple_module

  • Timothée Chalamet
  • American and French actor (born 1995)

    BBC Culture's Caryn James wrote that Chalamet "is brilliant here and completely believable, better than the film itself. He sings and plays guitar and

    Timothée Chalamet

    Timothée Chalamet

    Timothée_Chalamet

  • Inner product space
  • Vector space with generalized dot product

    {\displaystyle x} , then one obtains the definition of positive semi-definite Hermitian form. A positive semi-definite Hermitian form ⟨ ⋅ , ⋅ ⟩ {\displaystyle

    Inner product space

    Inner product space

    Inner_product_space

  • Straftat
  • 2024 video game

    November 2024). "Forget Black Ops 6, This New "Overwhelmingly Positive" Rated FPS Is Completely Free". Screen Rant. Archived from the original on 27 November

    Straftat

    Straftat

  • 2020s
  • Decade of the Gregorian calendar (2020–2029)

    turbulent political crises, US Secretary of Defense Pete Hegseth made positive views of a frontline along with the Pacific Squad members from Australia

    2020s

    2020s

    2020s

  • Human genome
  • Complete set of nucleic acid sequences for humans

    pairs from a different cell line and found in all males, was sequenced completely in January 2022. The current version of the standard reference genome

    Human genome

    Human genome

    Human_genome

  • Enlargement of NATO
  • membership was not a problem for Russia, but Ukraine's membership was a "completely different thing" because of "territorial disputes". Peter Dickinson of

    Enlargement of NATO

    Enlargement of NATO

    Enlargement_of_NATO

  • List of largest tram and light rail transit systems
  • городского транспорта" [Yevgeny Mikhailov: The separation of tramways' positive impact on the reliability of urban transport traffic] (in Russian). Мосгортранс

    List of largest tram and light rail transit systems

    List_of_largest_tram_and_light_rail_transit_systems

  • First-past-the-post voting
  • Plurality voting system

    system Prior to the 2020 election, the US states of Alaska and Maine completely abandoned FPTP in favor of Instant-runoff voting or IRV. In the US, 48

    First-past-the-post voting

    First-past-the-post voting

    First-past-the-post_voting

  • Hegemony III: Clash of the Ancients
  • 2015 strategy video game

    at any time between a 2D strategy map and a 3D tactic map, while the game progresses completely in (pausable) real time. The strategic and tactical levels

    Hegemony III: Clash of the Ancients

    Hegemony_III:_Clash_of_the_Ancients

  • Prime ideal
  • Ideal in a ring which has properties similar to prime elements

    two integers, then p divides a or p divides b. We can therefore say A positive integer n is a prime number if and only if n Z {\displaystyle n\mathbb

    Prime ideal

    Prime ideal

    Prime_ideal

  • Surjective function
  • Mathematical function such that every output has at least one input

    surjective (as its range is the set of positive real numbers). The matrix exponential is not surjective when seen as a map from the space of all n×n matrices

    Surjective function

    Surjective_function

  • Eins, Zwei, Drei
  • 2026 single by Look Mum No Computer

    sort of shoved in and... like they said, "What have you done? This has completely changed things." Battle has commented that "I actually went to this writing

    Eins, Zwei, Drei

    Eins,_Zwei,_Drei

  • Contraction (operator theory)
  • Bounded operators with sub-unit norm

    operators DT = (1 − T*T)1⁄2 and DT* = (1 − TT*)1⁄2. The square root is the positive semidefinite one given by the spectral theorem. The defect spaces D T {\displaystyle

    Contraction (operator theory)

    Contraction_(operator_theory)

  • List of The Handmaid's Tale episodes
  • movement will attack the U.S. government. After the takeover, Serena is completely shut out and accepts her new role in the totalitarian society she helped

    List of The Handmaid's Tale episodes

    List_of_The_Handmaid's_Tale_episodes

  • Wordle
  • 2021 browser game

    day's word so he can still enjoy playing the game himself. Separately, a completely unrelated game called Wordle! by Steven Cravotta—released on the App Store

    Wordle

    Wordle

  • Psychology
  • Study of mental functions and behaviors

    developed client-centered therapy. Later, positive psychology brought humanistic themes into scientific study. Positive psychology is the study of factors that

    Psychology

    Psychology

    Psychology

  • Naimark's dilation theorem
  • abelian C*-algebra, we have that Φ E {\displaystyle \Phi _{E}} is completely positive. By Stinespring's result, there exists a Hilbert space K, a *-homomorphism

    Naimark's dilation theorem

    Naimark's_dilation_theorem

  • Off the Map (TV series)
  • 2011 American TV series or program

    18% of 22 critics' reviews are positive, with an average rating of 5.90/10. The website's consensus reads, "Off the Map is dreadfully painful in its efforts

    Off the Map (TV series)

    Off_the_Map_(TV_series)

  • Amnesia: The Bunker
  • 2023 video game

    4, Xbox One and Xbox Series X/S on June 6, 2023. It received generally positive reviews from critics. Amnesia: The Bunker, like its predecessor, is a first-person

    Amnesia: The Bunker

    Amnesia:_The_Bunker

  • Roblox
  • Multiplayer game creation platform

    toward children and microtransactions. The platform has been restricted or completely blocked in several countries, including China, Egypt, Turkey, and Iraq

    Roblox

    Roblox

  • Robot Arena 2: Design and Destroy
  • 2003 video game

    ability to completely design their own robot, including chassis design, weapon placement, mechanics and paint. Weapons are nearly completely customizable

    Robot Arena 2: Design and Destroy

    Robot_Arena_2:_Design_and_Destroy

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Online names & meanings

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COMPLETELY POSITIVE-MAP

  • Completed
  • imp. & p. p.

    of Complete

  • Positive
  • a.

    Hence: Not admitting of any doubt, condition, qualification, or discretion; not dependent on circumstances or probabilities; not speculative; compelling assent or obedience; peremptory; indisputable; decisive; as, positive instructions; positive truth; positive proof.

  • Positive
  • n.

    The positive plate of a voltaic or electrolytic cell.

  • Positive
  • n.

    A picture in which the lights and shades correspond in position with those of the original, instead of being reversed, as in a negative.

  • Position
  • n.

    Relative place or standing; social or official rank; as, a person of position; hence, office; post; as, to lose one's position.

  • Positive
  • a.

    Derived from an object by itself; not dependent on changing circumstances or relations; absolute; -- opposed to relative; as, the idea of beauty is not positive, but depends on the different tastes individuals.

  • Positively
  • adv.

    In a positive manner; absolutely; really; expressly; with certainty; indubitably; peremptorily; dogmatically; -- opposed to negatively.

  • Positive
  • a.

    Corresponding with the original in respect to the position of lights and shades, instead of having the lights and shades reversed; as, a positive picture.

  • Desitive
  • a.

    Final; serving to complete; conclusive.

  • Wholly
  • adv.

    In a whole or complete manner; entirely; completely; perfectly.

  • Positive
  • a.

    Electro-positive.

  • Completely
  • adv.

    In a complete manner; fully.

  • Electro-positive
  • a.

    Hence: Positive; metallic; basic; -- distinguished from negative, nonmetallic, or acid.

  • Positive
  • a.

    Having the power of direct action or influence; as, a positive voice in legislation.

  • Positive
  • n.

    The positive degree or form.

  • Complete
  • v. t.

    To bring to a state in which there is no deficiency; to perfect; to consummate; to accomplish; to fulfill; to finish; as, to complete a task, or a poem; to complete a course of education.

  • Positive
  • a.

    Having a real position, existence, or energy; existing in fact; real; actual; -- opposed to negative.

  • Position
  • v. t.

    To indicate the position of; to place.

  • Complete
  • a.

    Finished; ended; concluded; completed; as, the edifice is complete.

  • Positive
  • a.

    Definitely laid down; explicitly stated; clearly expressed; -- opposed to implied; as, a positive declaration or promise.