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PROOF ASSISTANT

  • Proof assistant
  • Interactive theorem prover software

    mathematical logic, a proof assistant or interactive theorem prover is a software tool to assist with the development of formal proofs by human–machine collaboration

    Proof assistant

    Proof assistant

    Proof_assistant

  • Lean (proof assistant)
  • Proof assistant and programming language

    Lean is a proof assistant and a functional programming language. It is based on the calculus of constructions with inductive types. It is a free and open-source

    Lean (proof assistant)

    Lean_(proof_assistant)

  • Isabelle (proof assistant)
  • Higher-order logic (HOL) automated theorem prover

    core (kernel) to increase the trustworthiness of proofs without requiring, yet supporting, explicit proof objects. Isabelle is available inside a flexible

    Isabelle (proof assistant)

    Isabelle (proof assistant)

    Isabelle_(proof_assistant)

  • HOL (proof assistant)
  • Interactive theorem proving systems

    Nipkow; Markus Wenzel; Lawrence C. Paulson (2002). Isabelle/HOL: A Proof Assistant for Higher-Order Logic. Berlin, Heidelberg: Springer-Verlag. ISBN 978-3-540-45949-1

    HOL (proof assistant)

    HOL_(proof_assistant)

  • ALF (proof assistant)
  • Structure editor for monomorphic Martin-Löf type theory

    University. It is a predecessor of the Alfa, Agda, Cayenne and Rocq proof assistants and dependently typed programming languages. It was the first language

    ALF (proof assistant)

    ALF_(proof_assistant)

  • Rocq
  • Proof assistant

    mathematical assertions, mechanical checking of proofs of these assertions, assists in finding formal proofs using proof automation routines and extraction of a

    Rocq

    Rocq

    Rocq

  • LEGO (proof assistant)
  • Proof assistant program

    LEGO is a proof assistant developed by Randy Pollack at the University of Edinburgh. It implements several type theories: the Edinburgh Logical Framework

    LEGO (proof assistant)

    LEGO_(proof_assistant)

  • Idris (programming language)
  • Functional programming language created in 2007

    programming language similar to Haskell, but may also be used as a proof assistant. The Idris type system is similar to Agda's. Compared to Agda, Idris

    Idris (programming language)

    Idris_(programming_language)

  • Gödel's ontological proof
  • Formal argument for the existence of God

    Gödel's ontological proof is a formal argument by the mathematician Kurt Gödel (1906–1978) for the existence of God. The argument is in a line of development

    Gödel's ontological proof

    Gödel's_ontological_proof

  • Agda (programming language)
  • Functional programming language

    considered a new language that shares a name and tradition. Agda is also a proof assistant based on the propositions-as-types paradigm (Curry–Howard correspondence)

    Agda (programming language)

    Agda (programming language)

    Agda_(programming_language)

  • Formal proof
  • Establishment of a theorem using inference from the axioms

    Mathematical proof Proof assistant Proof calculus Proof theory Proof (truth) De Bruijn factor Kassios, Yannis (February 20, 2009). "Formal Proof" (PDF). cs

    Formal proof

    Formal_proof

  • Mathematical proof
  • Reasoning for mathematical statements

    that a published proof can, in principle, be converted into a formal proof. However, outside the field of automated proof assistants, this is rarely done

    Mathematical proof

    Mathematical proof

    Mathematical_proof

  • Type theory
  • Mathematical theory of data types

    theory of types and Per Martin-Löf's intuitionistic type theory. Many proof assistants are based on type theory. For example, the underlying formal language

    Type theory

    Type_theory

  • ML (programming language)
  • General purpose functional programming language

    the pair into its three components. HOL (proof assistant) Hope (programming language) Isabelle (proof assistant) Nuprl Gordon, M.; Milner, R.; Wadsworth

    ML (programming language)

    ML_(programming_language)

  • Computer-assisted proof
  • Mathematical proof at least partially generated by computer

    new proofs for known theorems.[citation needed] Additionally, interactive proof assistants allow mathematicians to develop human-readable proofs which

    Computer-assisted proof

    Computer-assisted_proof

  • Homotopy type theory
  • Type theory in logic and mathematics

    make possible); and the formalization of each of these in computer proof assistants. There is a large overlap between the work referred to as homotopy

    Homotopy type theory

    Homotopy type theory

    Homotopy_type_theory

  • Calculus of constructions
  • Type theory created by Thierry Coquand

    and hence consistent. The CoC has been developed alongside the Rocq proof assistant. As features were added (or possible liabilities removed) to the theory

    Calculus of constructions

    Calculus_of_constructions

  • Matita
  • Proof assistant

    Matita is an experimental proof assistant under development at the Computer Science Department of the University of Bologna. It is a tool aiding the development

    Matita

    Matita

    Matita

  • Leonardo de Moura
  • Computer scientist

    computer scientist, and creator of the Z3 Theorem Prover and the Lean proof assistant during his time at Microsoft Research. He currently works at AWS and

    Leonardo de Moura

    Leonardo de Moura

    Leonardo_de_Moura

  • Wiles's proof of Fermat's Last Theorem
  • 1995 publication in mathematics

    Wiles's proof of Fermat's Last Theorem is a proof by British mathematician Andrew Wiles of a special case of the modularity theorem for elliptic curves

    Wiles's proof of Fermat's Last Theorem

    Wiles's proof of Fermat's Last Theorem

    Wiles's_proof_of_Fermat's_Last_Theorem

  • Condensed mathematics
  • Area of mathematics using condensed sets

    and verified proof. Over a 6-month period, a group led by Johan Commelin verified the central part of the proof using the proof assistant Lean. As of 14

    Condensed mathematics

    Condensed_mathematics

  • Lean
  • Topics referred to by the same term

    startup, how to start a company in a lean way Lean (proof assistant), a mathematical proof assistant and programming language Lean (drug), based on cough

    Lean

    Lean

  • Automated reasoning
  • Subfield of computer science and logic

    essentially another proof assistant for classical higher order logic. Rocq Developed in France, Rocq is another automated proof assistant, which can automatically

    Automated reasoning

    Automated_reasoning

  • Logic for Computable Functions
  • 1970s automated theorem prover

    HOL, HOL Light, and the Isabelle proof assistant that supports various logics. As of 2019, the Isabelle proof assistant still contains an implementation

    Logic for Computable Functions

    Logic_for_Computable_Functions

  • CompCert
  • Formally verified C compiler

    Automation (INRIA). The compiler is specified, programmed and proven in proof assistant software named Rocq. CompCert is to be used to program embedded systems

    CompCert

    CompCert

  • Jape (software)
  • Proof assistant program

    Jape is a configurable, graphical proof assistant, originally developed by Richard Bornat at Queen Mary, University of London and Bernard Sufrin the University

    Jape (software)

    Jape_(software)

  • Mizar system
  • Proof assistant program

    for writing mathematical definitions and proofs, a proof assistant, which is able to mechanically check proofs written in this language, and a library

    Mizar system

    Mizar system

    Mizar_system

  • Argument technology
  • Sub-field of artificial intelligence

    mathematical logic, a proof assistant or interactive theorem prover is a software tool to assist with the development of formal proofs by human-machine collaboration

    Argument technology

    Argument_technology

  • Metamath
  • Formal language and associated computer program

    language and an associated computer program (a proof assistant) for archiving and verifying mathematical proofs. Several databases of proved theorems have

    Metamath

    Metamath

  • MINLOG
  • Proof assistant program

    MINLOG is a proof assistant developed at LMU Munich by the team of Helmut Schwichtenberg. MINLOG is based on first order natural deduction calculus. It

    MINLOG

    MINLOG

  • Curry–Howard correspondence
  • Relationship between programs and proofs

    language theory and proof theory, the Curry–Howard correspondence is a direct relationship between computer programs and mathematical proofs. It is also known

    Curry–Howard correspondence

    Curry–Howard_correspondence

  • Automated theorem proving
  • Subfield of automated reasoning and mathematical logic

    consequently more easily understandable and checkable, have been developed. Proof assistants require a human user to give hints to the system. Depending on the

    Automated theorem proving

    Automated_theorem_proving

  • Separation logic
  • Concept in computer science

    interactive theorem provers such as Rocq (previously known as Coq) and HOL (proof assistant). In comparison to the program analysis work, these tools require more

    Separation logic

    Separation_logic

  • ALF
  • Topics referred to by the same term

    one of the álfar alf, ISO-639-3 code for the Alege language ALF (proof assistant), dependently typed programming language/theorem prover Action Language

    ALF

    ALF

  • Fitch notation
  • Line-by-line system for natural deduction proofs

    2025. "The Jape general-purpose proof assistant". GitHub. Retrieved 6 May 2025. (see Jape) "Resources for typesetting proofs in Fitch notation with LaTeX"

    Fitch notation

    Fitch_notation

  • Logical machine
  • electronic programs that perform proof assistance with theorems in mathematical logic. In the 21st century, these proof assistant programs have given birth to

    Logical machine

    Logical machine

    Logical_machine

  • Disjoint-set data structure
  • Data structure for storing non-overlapping sets

    disjoint-set forest data structure and formalized its correctness using the proof assistant Rocq (then: Coq). "Semi-persistent" means that previous versions of

    Disjoint-set data structure

    Disjoint-set_data_structure

  • Dafny
  • Programming language

    Dafny also allows the proof of properties between one function and another. As is common for a proof assistant, such proofs are often inductive in nature

    Dafny

    Dafny

    Dafny

  • Static program analysis
  • Analysis of computer programs without executing them

    Union-find Tools Constraint solvers CHC SAT SMT Lightweight Alloy TLA+ Proof assistants ACL2 Agda F* HOL Light HOL4 Idris Isabelle Isabelle/HOL Lean LEGO Mizar

    Static program analysis

    Static_program_analysis

  • List of conjectures by Paul Erdős
  • proved in January 2026 by Enrique Barschkis; the proof was formally verified in the Lean proof assistant. In March 2026, Erdős problem 369 was solved by

    List of conjectures by Paul Erdős

    List_of_conjectures_by_Paul_Erdős

  • Division by zero
  • Class of mathematical expression

    by zero, which can be handled in another part of the program. Many proof assistants, such as Rocq and Lean, define 1/0 = 0. This is to make all functions

    Division by zero

    Division by zero

    Division_by_zero

  • Thierry Coquand
  • French computer scientist and mathematician

    (formerly named Coq, the name is a reference partly to Coquand's surname) proof assistant, which he began developing in 1984 while working at INRIA (a French

    Thierry Coquand

    Thierry Coquand

    Thierry_Coquand

  • Georges Gonthier
  • Canadian computer scientist

    four color theorem and Feit–Thompson proof of the odd-order theorem. (Both were written using the proof assistant Rocq.) In 2011, as a principal researcher

    Georges Gonthier

    Georges_Gonthier

  • Cubical type theory
  • theories have semantics in various types of cubical sets. The Agda proof assistant includes an implementation of cubical type theory. Cubical type theory

    Cubical type theory

    Cubical_type_theory

  • F* (programming language)
  • Functional programming language inspired by ML and aimed at program verification

    combination of satisfiability modulo theories (SMT) solving and manual proofs. For execution, programs written in F* can be translated to OCaml, F#, C

    F* (programming language)

    F* (programming language)

    F*_(programming_language)

  • List of incomplete proofs
  • incorrect (or no) proofs? Moritz. Theorems demoted back to conjectures Mei Zhang, Proofs shown to be wrong after formalization with proof assistant Steven-Owen

    List of incomplete proofs

    List_of_incomplete_proofs

  • Tobias Nipkow
  • German computer scientist (born 1958)

    interactive and automatic theorem proving, in particular for the Isabelle proof assistant; he was the editor of the Journal of Automated Reasoning up to January

    Tobias Nipkow

    Tobias_Nipkow

  • Locale
  • Topics referred to by the same term

    villages), mines, and dams Locale (Isabelle), a module of the Isabelle proof assistant Locale ('Ndrangheta), the main local organizational unit of the 'Ndrangheta

    Locale

    Locale

  • IsaPlanner
  • Software for automated theorem proving

    IsaPlanner is a proof planner for the interactive proof assistant, Isabelle, originally developed by Lucas Dixon. IsaPlanner 2: A Proof Planner in Isabelle

    IsaPlanner

    IsaPlanner

  • Algorithm
  • Sequence of operations for a task

    "The Spirit of Truth" for a history leading to, and a discussion of, his proof. Kleene, Stephen C. (1936). "General Recursive Functions of Natural Numbers"

    Algorithm

    Algorithm

    Algorithm

  • Simone Severini
  • Italian computer scientist

    a non-profit organization supporting the development of the Lean proof assistant and its ecosystem. Mathematics Genealogy Project https://www.phasecraft

    Simone Severini

    Simone_Severini

  • Attempto Controlled English
  • Controlled language

    been used in the fields of software specifications, theorem proving, proof assistants, text summaries, ontologies, rules, querying, medical documentation

    Attempto Controlled English

    Attempto_Controlled_English

  • SAT solver
  • Computer program for the Boolean satisfiability problem

    used to assist in proving mathematical theorems through computer-assisted proof. In Ramsey theory, several previously unknown Van der Waerden numbers were

    SAT solver

    SAT_solver

  • Total functional programming
  • Programming paradigm restricted to provably terminating programs

    Total functional programming (also known as strong functional programming, to be contrasted with ordinary, or weak functional programming) is a programming

    Total functional programming

    Total_functional_programming

  • Pick's theorem
  • Formula for area of a grid polygon

    of different proof assistants. As of 2024[update], Pick's theorem had been formalized and proven in only two of the ten proof assistants recorded by Wiedijk

    Pick's theorem

    Pick's theorem

    Pick's_theorem

  • Side effect (computer science)
  • Of a function, an additional effect besides returning a value

    Union-find Tools Constraint solvers CHC SAT SMT Lightweight Alloy TLA+ Proof assistants ACL2 Agda F* HOL Light HOL4 Idris Isabelle Isabelle/HOL Lean LEGO Mizar

    Side effect (computer science)

    Side_effect_(computer_science)

  • PhoX
  • Proof assistant program

    In automated theorem proving, PhoX is a proof assistant based on higher-order logic which is eXtensible. The user gives PhoX an initial goal and guides

    PhoX

    PhoX

  • Xmonad
  • Dynamic window manager for X Window System

    projects. This has included re-implementing xmonad using the Rocq proof assistant, a determination xmonad is an imperative program, and studies of package

    Xmonad

    Xmonad

    Xmonad

  • Epigram (programming language)
  • Functional programming language

    dependent types bring may be found in The Epigram Tutorial. ALF, a proof assistant among the predecessors of Epigram. McBride, Conor; McKinna, James (2004)

    Epigram (programming language)

    Epigram_(programming_language)

  • HOL Light
  • Proof assistant program

    HOL Light is a proof assistant for classical higher-order logic. It is a member of the HOL theorem prover family. Compared with other HOL systems, HOL

    HOL Light

    HOL_Light

  • Hoare logic
  • Rules to verify computer program correctness

    deficiency in the axioms and rules quoted above is that they give no basis for a proof that a program successfully terminates. Failure to terminate may be due

    Hoare logic

    Hoare_logic

  • Integer
  • Number in {..., –2, –1, 0, 1, 2, ...}

    or pair(2,2), etc.. This technique of construction is used by the proof assistant Isabelle; however, many other tools use alternative construction techniques

    Integer

    Integer

  • Proof compression
  • improve the proofs generated by automated theorem proving tools such as SAT solvers, SMT-solvers, first-order theorem provers and proof assistants. In propositional

    Proof compression

    Proof_compression

  • Four color theorem
  • Planar maps require at most four colors

    This proof remains unpublished, however. In 2005, Benjamin Werner and Georges Gonthier formalized a proof of the theorem inside the Coq proof assistant. This

    Four color theorem

    Four color theorem

    Four_color_theorem

  • Prototype Verification System
  • Proof assistant program

    under the GNU General Public License (GPL). Formal methods List of proof assistants Rosetta-lang Owre, Shankar, and Rushby, 1992. PVS: A Prototype Verification

    Prototype Verification System

    Prototype Verification System

    Prototype_Verification_System

  • Computational mathematics
  • Area of mathematics

    theorems (for example the four color theorem), and the design and use of proof assistants. Computational mathematics emerged as a distinct part of applied mathematics

    Computational mathematics

    Computational mathematics

    Computational_mathematics

  • Compiler correctness
  • Branch of computer science

    substantial subset of Standard ML programming language using the HOL proof assistant. Another approach to obtain a formally correct compiler is to use semantics-directed

    Compiler correctness

    Compiler_correctness

  • Hyperproperty
  • Union-find Tools Constraint solvers CHC SAT SMT Lightweight Alloy TLA+ Proof assistants ACL2 Agda F* HOL Light HOL4 Idris Isabelle Isabelle/HOL Lean LEGO Mizar

    Hyperproperty

    Hyperproperty

  • Discrete mathematics
  • Study of discrete mathematical structures

    it can be easily verified with a truth table. The study of mathematical proof is particularly important in logic, and has accumulated to automated theorem

    Discrete mathematics

    Discrete mathematics

    Discrete_mathematics

  • WireGuard
  • Free and open-source VPN protocol

    INRIA published a machine-checked proof of the WireGuard protocol, produced using the CryptoVerif proof assistant. WireGuard supports pre-shared symmetric

    WireGuard

    WireGuard

  • List of software developed at universities
  • Software projects developed at universities

    Mizar – proof assistant and formal mathematics system (Białystok, Alberta, and Shinshu) Murφ – explicit-state model checker (Stanford) Nuprl – proof development

    List of software developed at universities

    List_of_software_developed_at_universities

  • Feit–Thompson theorem
  • Classification theorem in group theory

    more leisurely style. A fully formal proof, checked with the Rocq proof assistant, was announced in September 2012 by Georges Gonthier and fellow researchers

    Feit–Thompson theorem

    Feit–Thompson_theorem

  • Gödel's incompleteness theorems
  • Limitative results in mathematical logic

    completely verified by proof assistant software. Gödel's original proofs of the incompleteness theorems, like most mathematical proofs, were written in natural

    Gödel's incompleteness theorems

    Gödel's_incompleteness_theorems

  • Mathematics
  • Field of knowledge

    computers and proof assistants. Even with this modern technology, it may take years of human work for writing down a completely detailed proof. This does

    Mathematics

    Mathematics

    Mathematics

  • Kepler conjecture
  • Math theorem about sphere packing

    of a formal proof of the Kepler conjecture using a combination of the Isabelle and HOL Light proof assistants. In 2017, the formal proof was accepted

    Kepler conjecture

    Kepler_conjecture

  • Hol
  • Topics referred to by the same term

    Hol, a community in Duk County in Jonglei State in South Sudan HOL (proof assistant), a family of interactive theorem proving systems Head-of-line blocking

    Hol

    Hol

  • Model checking
  • Computer science field

    the violation is feasible, it is reported to the user. If it is not, the proof of infeasibility is used to refine the abstraction and checking begins again

    Model checking

    Model checking

    Model_checking

  • Mathematical software
  • Software used in mathematical applications

    Statistical software Numerical-analysis software Numerical libraries Proof assistants Solvers Discrete Computer algebra Computational number theory Combinatorics

    Mathematical software

    Mathematical_software

  • Approximation theory
  • Theory of getting acceptably close inexact mathematical calculations

    Statistical software Numerical-analysis software Numerical libraries Proof assistants Solvers Discrete Computer algebra Computational number theory Combinatorics

    Approximation theory

    Approximation theory

    Approximation_theory

  • Precondition
  • Computer programming concept

    complex constraints can be formally verified interactively with a proof assistant. Preconditions in object-oriented software development are an essential

    Precondition

    Precondition

  • Foundations of mathematics
  • Basic framework of mathematics

    theory have also gained prevalence, being commonly used in computer proof assistants. It results from this that the basic mathematical concepts, such as

    Foundations of mathematics

    Foundations of mathematics

    Foundations_of_mathematics

  • Quotient type
  • Data type in type theory

    quotient types were defined and implemented as part of the Nuprl proof assistant, in work led by Robert L. Constable and others. Quotient types have

    Quotient type

    Quotient_type

  • Presburger arithmetic
  • Decidable first-order theory of the natural numbers with addition

    example, the Rocq and Lean proof assistant systems feature the tactic omega for Presburger arithmetic and the Isabelle proof assistant contains a verified quantifier

    Presburger arithmetic

    Presburger_arithmetic

  • Probability theory
  • Branch of mathematics concerning probability

    both discrete and continuous distributions as well as others; separate proofs are not required for discrete and continuous distributions. Certain random

    Probability theory

    Probability theory

    Probability_theory

  • Formal verification
  • Proving or disproving the correctness of certain intended algorithms

    verification of these systems is done by ensuring the existence of a formal proof of a mathematical model of the system. Examples of mathematical objects

    Formal verification

    Formal_verification

  • Gérard Huet
  • French computer scientist

    constructions in 1984 with Thierry Coquand. He led the Coq (renamed Rocq) proof assistant project in the 1990s with Christine Paulin-Mohring, who developed Coq

    Gérard Huet

    Gérard Huet

    Gérard_Huet

  • Applied mathematics
  • Application of mathematical methods to other fields

    Statistical software Numerical-analysis software Numerical libraries Proof assistants Solvers Discrete Computer algebra Computational number theory Combinatorics

    Applied mathematics

    Applied mathematics

    Applied_mathematics

  • Backward chaining
  • Method of forming inferences

    goal. It is used in automated theorem provers, inference engines, proof assistants, and other artificial intelligence applications. In game theory, researchers

    Backward chaining

    Backward_chaining

  • E-graph
  • Graph data structure

    known as non-chronological backtracking), e-graphs are extended to produce proof certificates. E-graphs are also used in the Simplify theorem prover of ESC/Java

    E-graph

    E-graph

  • Convergent Research
  • Incubator for philanthropic ventures

    venture capital and transform into startups. Development for Lean (proof assistant) is supported by a FRO. E11 bio has a goal of creating a single-cell

    Convergent Research

    Convergent_Research

  • Automata theory
  • Study of abstract machines and automata

    language. The pumping lemma for regular languages, also useful in regularity proofs, was proven in this period by Michael O. Rabin and Dana Scott, along with

    Automata theory

    Automata theory

    Automata_theory

  • Decision theory
  • Branch of applied probability theory

    Statistical software Numerical-analysis software Numerical libraries Proof assistants Solvers Discrete Computer algebra Computational number theory Combinatorics

    Decision theory

    Decision theory

    Decision_theory

  • Universal Turing machine
  • Type of Turing machine

    them to formally prove the correctness of the machine in the Matita proof assistant. Alternating Turing machine – Abstract computation model Counter machine –

    Universal Turing machine

    Universal_Turing_machine

  • Pure mathematics
  • Mathematics independent of applications

    inductive process). Then, putative proofs generated by artificial intelligence can be verified via proof assistant tools such as Lean, and large supporting

    Pure mathematics

    Pure mathematics

    Pure_mathematics

  • SIGPLAN
  • Association for Computing Machinery (ACM) special interest group

    Prover 2014: GNU Compiler Collection (GCC) 2013: Rocq (then: Coq) proof assistant 2012: Jikes Research Virtual Machine (RVM) awarded to Bowen Alpern

    SIGPLAN

    SIGPLAN

  • Automath
  • Formal languages for expressing mathematical theories

    very influential in the later development of logical frameworks and proof assistants. The Mizar system, a system of writing and checking formalized mathematics

    Automath

    Automath

  • String theory
  • Theory of subatomic structure

    a1. S2CID 119684549. Duncan, John; Griffin, Michael; Ono, Ken (2015). "Proof of the Umbral Moonshine Conjecture". Research in the Mathematical Sciences

    String theory

    String_theory

  • Symbolic artificial intelligence
  • Methods in artificial intelligence research

    to be useful in a few domains such as computer algebra systems and proof assistants. A short history of symbolic AI to the present day follows below. Time

    Symbolic artificial intelligence

    Symbolic_artificial_intelligence

  • ACL2
  • Programming language and theorem prover

    Centaur Technology, IBM, Intel, Oracle, and Collins Aerospace. List of proof assistants "XDOC — Note-1-7". www.cs.utexas.edu. "ACM: Press Release, March 15

    ACL2

    ACL2

    ACL2

  • Path explosion
  • Fundamental problem in computer science

    Union-find Tools Constraint solvers CHC SAT SMT Lightweight Alloy TLA+ Proof assistants ACL2 Agda F* HOL Light HOL4 Idris Isabelle Isabelle/HOL Lean LEGO Mizar

    Path explosion

    Path_explosion

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PROOF ASSISTANT

  • Proof-arm
  • v. t.

    To arm with proof armor; to arm securely; as, to proof-arm herself.

  • Roof
  • v. t.

    To cover with a roof.

  • Probate
  • n.

    Proof.

  • Preef
  • n.

    Proof.

  • Approof
  • n.

    Trial; proof.

  • Roof
  • n.

    That which resembles, or corresponds to, the covering or the ceiling of a house; as, the roof of a cavern; the roof of the mouth.

  • Prief
  • n.

    Proof.

  • Probacy
  • n.

    Proof; trial.

  • Proof-proof
  • a.

    Proof against proofs; obstinate in the wrong.

  • Roof
  • n.

    The cover of any building, including the roofing (see Roofing) and all the materials and construction necessary to carry and maintain the same upon the walls or other uprights. In the case of a building with vaulted ceilings protected by an outer roof, some writers call the vault the roof, and the outer protection the roof mask. It is better, however, to consider the vault as the ceiling only, in cases where it has farther covering.

  • Proof
  • v. t.

    Armor of excellent or tried quality, and deemed impenetrable; properly, armor of proof.

  • Preve
  • n.

    Proof.

  • Proof
  • a.

    Used in proving or testing; as, a proof load, or proof charge.

  • Argument
  • n.

    Proof; evidence.

  • High-proof
  • a.

    Highly rectified; very strongly alcoholic; as, high-proof spirits.

  • Demonstrance
  • n.

    Demonstration; proof.

  • Proof
  • a.

    Firm or successful in resisting; as, proof against harm; waterproof; bombproof.

  • Proof
  • n.

    A trial impression, as from type, taken for correction or examination; -- called also proof sheet.