In mathematical logic, a sequent is a very general kind of conditional assertion. A 1 , … , A m ⊢ B 1 , … , B n . {\displaystyle A_{1},\,\dots ,A_{m}\...

logic, sequent calculus is a style of formal logical argumentation in which every line of a proof is a conditional tautology (called a sequent by Gerhard...

published in Frontiers. Sequent Repatterning practitioners apply these diagnostic steps when assessing potential clients. Sequent Repatterning Therapy is...

Sequent Computer Systems was a computer company that designed and manufactured multiprocessing computer systems. They were among the pioneers in high-performance...

Look up sequent in Wiktionary, the free dictionary. A sequent is a formalized statement of provability used within sequent calculus. Sequent may also refer...

soloing on a Mellotron which is treated by slowly sweeping filter effects. "Sequent C'" is a short piece by Peter Baumann on recorder, with tape echo. The...

DYNIX (DYNamic UnIX) was a Unix-like operating system developed by Sequent Computer Systems, based on 4.2BSD and modified to run on Intel-based symmetric...

Hauptsatz) is the central result establishing the significance of the sequent calculus. It was originally proved by Gerhard Gentzen in his landmark 1934...

natural deduction. For this reason he introduced his alternative system, the sequent calculus, for which he proved the Hauptsatz both for classical and intuitionistic...

In structural proof theory, the nested sequent calculus is a reformulation of the sequent calculus to allow deep inference. Alwen Tiu; Egor Ianovski; Rajeev...

In mathematical logic, the cut rule is an inference rule of sequent calculus. It is a generalisation of the classical modus ponens inference rule. Its...

intuitions. Proof-theoretically, it derives from an analysis of classical sequent calculus in which uses of (the structural rules) contraction and weakening...

proof theory comes from a technical notion introduced in the sequent calculus: the sequent calculus represents the judgement made at any stage of an inference...

significant substructural logics are relevance logic and linear logic. In a sequent calculus, one writes each line of a proof as Γ ⊢ Σ {\displaystyle \Gamma...

Sequent was a DikuMUD derivative codebase developed by Raja Kushalnagar ("Duke of Sequent"). It was a text-based online role-playing game that was an...

Patent claim The assertion of a proposition; see Douglas N. Walton A right Sequent, in mathematics Another term for an advertising slogan Health claim A term...

is sequent calculus, which has two sorts, propositions as in ordinary propositional calculus, and pairs of lists of propositions called sequents, such...

noncommutative multiplicative connectives of the Lambek calculus. Its sequent calculus relies on the structure of order varieties (a family of cyclic...

formula in the end sequent of a cut-free proof is a subformula of one of the premises. This allows one to show consistency of the sequent calculus easily;...

distinction between axioms and rules of inference, this section uses the sequent notation ( ⊢ {\displaystyle \vdash } ) instead of a vertical presentation...

for radically different logics. For example, a paradigmatic case is the sequent calculus, which can be used to express the consequence relations of both...

companies including Oden Technologies, OptConnect, Gatekeeper Systems, and Sequent Software. Thiel was vice president and general manager of the business...

is an inference rule of a sequent calculus that does not refer to any logical connective but instead operates on the sequents directly. Structural rules...

combinator calculus B, C, K, W system SECD machine Graph reduction machine Sequent, sequent calculus Natural deduction Intuitionistic type theory BHK interpretation...

General AViiON, HP 9000 Series 300, Multimax, NeXT, PA-RISC, RS/6000, Sequent Symmetry, SGI IRIS, Sun-3, Sun-4 and others. Occam MPD This article is...

foundations of mathematics, proof theory, especially on natural deduction and sequent calculus. He died of starvation in a Czech prison camp in Prague in 1945...

In sequent calculus, the completeness of atomic initial sequents states that initial sequents A ⊢ A (where A is an arbitrary formula) can be derived from...

sequent calculus was developed to study the properties of natural deduction systems. Instead of working with one formula at a time, it uses sequents,...

via natural deduction. The sequent calculus is a formal system that represents logical deductions as sequences or "sequents" of formulas. Developed by...

ability to manipulate the continuation of programs and the symmetry of sequent calculus to express the duality between the two evaluation strategies known...