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WebFirst-order coherent logic (CL) extends resolution logic in that coherent formulas allow certain existential quantifications. A substantial number of reasoning problems (e.g., in confluence theory, lattice theory and projective geometry) can be formulated directly in CL without any clausification or Skolemization. CL has a natural proof theory, reasoning is … WebInterim Technical Leadership including Interim or Fractional Chief Technical Officer (CTO) Software Engineering including software architecture and software development. …
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WebMar 24, 2024 · Coherent is a global software as a service (SaaS) company fast becoming the universal standard for business logic. Coherent’s core technology, Coherent Spark, … WebCoherent Logic Limited IT Services and IT Consulting McLean, VA 169 followers Innovate faster, deliver better software, and make new discoveries with Coherent Logic.
WebCiena WaveLogic 5. Innovation. Performance. Any form. White Papers. Maximizing Reach-capacity in Optical Networks with WaveLogic 5 Extreme DSP Innovations. Advanced … WebInnovate faster, deliver better software, and make new discoveries with Coherent Logic. Follow View 1 employee About us Based in Northern Virginia, Coherent Logic Limited is a software...
WebCoherent Spark, the company's no code / low code platform, aims to turn any type of business logic found in a spreadsheet – such as rules, formulas, and data models – into an application programming interface that can be readily integrated with other front- and back-end applications. WebIt is proved completeness of the proof theory and a linear translation from FOL to CL that preserves logical equivalence is given, which makes CL well-suited for providing automated reasoning support to logical frameworks. First-order coherent logic (CL) extends resolution logic in that coherent formulas allow certain existential quantifications. A substantial …
WebGeometric logic. In mathematical logic, geometric logic is an infinitary generalisation of coherent logic, a restriction of first-order logic due to Skolem that is proof-theoretically tractable. Geometric logic is capable of expressing many mathematical theories and has close connections to topos theory .
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