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Acronyms that contain the term minimum cut  Page #4

What does minimum cut mean? This page is about the various possible meanings of the acronym, abbreviation, shorthand or slang term: minimum cut.

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MMU

Minimum Mapping Unit

Governmental » Military

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MCA

Minimum Crossing Altitude

Governmental » Transportation

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MRA

Minimum Retirement Age

Business » Occupation & Positions

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TMT

Tentative Minimum Tax

Governmental » US Government

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MOCA

Minimum Obstruction Clearance Altitude

Governmental » Transportation

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MLC

Minimum Lethal Concentration

Medical » Physiology

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MBS

Minimum Breaking Strength

Academic & Science » Physics

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MASPS

Minimum Aviation System Performance Standards

Governmental » Transportation

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MNPS

Minimum Navigation Performance Specifications

Governmental » Transportation

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MPOP

Minimum Point Of Presence

Computing » Telecom

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PMB

Prescribed Minimum Benefits

Miscellaneous » Unclassified

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MSU

Minimum Security Unit

Governmental » Law & Legal

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MAPS

Minimum Academic Preparation Standards

Academic & Science » Universities

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MID

Minimum Infective Dose

Medical » Physiology

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IDMT

Inverse Definite Minimum Time

Academic & Science » Electronics

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MRR

Minimum Risk Route

Governmental » Military

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MPD

Minimum Psychiatric Data

Governmental » Law & Legal

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MHA

Minimum Holding Altitude

Governmental » Transportation

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MEA

Minimum En Route IFR Altitude

Governmental » Transportation

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WMIN

Minimum Width

Miscellaneous » Unit Measures

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WMIN

Minimum Width

Governmental » Transportation

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MDA

Minimum Decision Altitude

Governmental » Transportation

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MARR

Minimum Attractive Rate Of Return

Miscellaneous » Unclassified

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MOS

Minimum Operating Strip

Governmental » Military

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MFE

Minimum Free Energy

Governmental » Energy

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What does minimum cut mean?

Minimum cut
In graph theory, a minimum cut or min-cut of a graph is a cut (a partition of the vertices of a graph into two disjoint subsets) that is minimal in some sense. Variations of the minimum cut problem consider weighted graphs, directed graphs, terminals, and partitioning the vertices into more than two sets.

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