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The rule was created in 1927 and refined in 1992. Since its most recent refinement in 2002, the rule states: [1] When a meeting, or part thereof, is held under the Chatham House Rule, participants are free to use the information received, but neither the identity nor the affiliation of the speaker(s), nor that of any other participant, may be revealed.
Scrum Agile events, based on The 2020 Scrum Guide [1]. Scrum is an agile team collaboration framework commonly used in software development and other industries.. Scrum prescribes for teams to break work into goals to be completed within time-boxed iterations, called sprints.
An agenda lists the items of business to be taken up during a meeting or session. [3] It may also be called a "calendar". [4] A meeting agenda may be headed with the date, time and location of the meeting, followed by a series of points outlining the order in which the business is to be conducted.
Special meeting – a meeting scheduled separately from a regular meeting, as the need arises. [10] [11] Adjourned meeting – a meeting that is continued from a regular meeting or a special meeting (also called a "continued meeting"). [10] [12] This meeting is scheduled by a motion to do so. Annual meeting – a meeting held every year. [13]
Refinement calculus is a formal system (inspired from Hoare logic) that promotes program refinement. The FermaT Transformation System is an industrial-strength implementation of refinement. The B-Method is also a formal method that extends refinement calculus with a component language: it has been used in industrial developments.
All members of a conference are expected to attend plenary sessions. A plenary session or plenum is a session of a conference or deliberative assembly in which all parties or members are present.
A simplified version of a typical iteration cycle in agile project management. The basic idea behind this method is to develop a system through repeated cycles (iterative) and in smaller portions at a time (incremental), allowing software developers to take advantage of what was learned during development of earlier parts or versions of the system.
The refinement calculus is a formalized approach to stepwise refinement for program construction. The required behaviour of the final executable program is specified as an abstract and perhaps non-executable "program", which is then refined by a series of correctness-preserving transformations into an efficiently executable program.