spanning tree protocol - определение. Что такое spanning tree protocol
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Что (кто) такое spanning tree protocol - определение

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Spanning Tree Protocol         
NETWORK PROTOCOL THAT BUILDS A LOOP-FREE LOGICAL TOPOLOGY FOR ETHERNET NETWORKS
Spanning-tree protocol; BPDUs; Rapid Spanning Tree Protocol; 802.1w; Spanning tree trotocol; Rapid spanning tree; Bridge ID; IEEE 802.1s; 802.1s; MaxAge Timer; 802.1w-2001; 802.1s-2002; Spanning tree protocol; IEEE 802.1w; PVST; Spanning-tree; RPVST
The Spanning Tree Protocol (STP) is a network protocol that builds a loop-free logical topology for Ethernet networks. The basic function of STP is to prevent bridge loops and the broadcast radiation that results from them.
Multiple Spanning Tree Protocol         
  • Two-layer network proposal for ABridges.
  • CIST operates links between regions and to SST devices.
  • Different Spanning trees created by different MSTIs on the same physical layout.
  • Simple network topology for MSTP trials.
  • MSTIs in different regions.
NETWORK PROTOCOL THAT BUILDS A LOOP-FREE LOGICAL TOPOLOGY FOR ETHERNET NETWORKS
Multiple Spanning Tree protocol; Common Spanning Tree; MISTP
The Multiple Spanning Tree Protocol (MSTP) and algorithm, provides both simple and full connectivity assigned to any given Virtual LAN (VLAN) throughout a Bridged Local Area Network. MSTP uses BPDUs to exchange information between spanning-tree compatible devices, to prevent loops in each MSTI (Multiple Spanning Tree Instances) and in the CIST (Common and Internal Spanning Tree), by selecting active and blocked paths.
spanning tree algorithm         
  • T}}.
  • This figure shows there may be more than one minimum spanning tree in a graph. In the figure, the two trees below the graph are two possibilities of minimum spanning tree of the given graph.
DATA STRUCTURE, SUBGRAPH OF A WEIGHTED GRAPH
Spanning tree algorithm; Minimal spanning tree; Shortest spanning tree; Minimum spanning forest; Minimum weight spanning tree; Minimum weight spanning forest; Minimum cost spanning tree; Minimum Spanning Tree; Minimum spanning tree problem; Spanning tree problem; Minimum k-node-connected spanning network problem; Minimum k-edge-connected spanning network problem; Minimum Weight Spanning Tree; Minimum spanning trees; Min spanning tree; Parallel algorithms for the minimum spanning tree problem; Algorithms for finding minimum spanning trees; Applications of the minimum spanning tree problem; Applications of minimum spanning trees
An IEEE 802.1 standard under consideration which will provide distributed routing over multiple LANs connected by bridges.
Minimum spanning tree         
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  • This figure shows there may be more than one minimum spanning tree in a graph. In the figure, the two trees below the graph are two possibilities of minimum spanning tree of the given graph.
DATA STRUCTURE, SUBGRAPH OF A WEIGHTED GRAPH
Spanning tree algorithm; Minimal spanning tree; Shortest spanning tree; Minimum spanning forest; Minimum weight spanning tree; Minimum weight spanning forest; Minimum cost spanning tree; Minimum Spanning Tree; Minimum spanning tree problem; Spanning tree problem; Minimum k-node-connected spanning network problem; Minimum k-edge-connected spanning network problem; Minimum Weight Spanning Tree; Minimum spanning trees; Min spanning tree; Parallel algorithms for the minimum spanning tree problem; Algorithms for finding minimum spanning trees; Applications of the minimum spanning tree problem; Applications of minimum spanning trees
A minimum spanning tree (MST) or minimum weight spanning tree is a subset of the edges of a connected, edge-weighted undirected graph that connects all the vertices together, without any cycles and with the minimum possible total edge weight. That is, it is a spanning tree whose sum of edge weights is as small as possible.
Spanning tree         
  • A spanning tree (blue heavy edges) of a [[grid graph]]
  • [[Cayley's formula]] counts the number of spanning trees on a complete graph. There are <math>2^{2-2}=1</math> trees in <math>K_2</math>,
<math>3^{3-2}=3</math> trees in <math>K_3</math>, and <math>4^{4-2}=16</math>
trees in <math>K_4</math>.
SUBGRAPH OF AN UNDIRECTED GRAPH G THAT IS A TREE WHICH INCLUDES ALL OF THE VERTICES OF G
Spanning forest; Spanning Tree; Spanning tree (Mathematics); Spanning tree (networks); Spanning Tree (mathematics); Fundamental cycle; Fundamental cutset; Spanning tree (mathematics)
In the mathematical field of graph theory, a spanning tree T of an undirected graph G is a subgraph that is a tree which includes all of the vertices of G. In general, a graph may have several spanning trees, but a graph that is not connected will not contain a spanning tree (see spanning forests below).
Good spanning tree         
  • An illustration for <math>X_v ,  Y_v </math> and <math>Z_v</math> sets of edges
  • A plane graph <math>G_\phi</math> (top), a good spanning tree <math>T</math> of <math>G_\phi</math> (down) solid edges are part of  good spanning tree and dotted edges are non-tree edges in  <math>G_\phi</math> with respect to <math>T</math>.
In the mathematical field of graph theory, a good spanning tree T of an embedded planar graph G is a rooted spanning tree of G whose non-tree edges satisfy the following conditions.
Kinetic minimum spanning tree         
KINETIC DATA STRUCTURE
User:Esconie/Kinetic minimum spanning tree
A kinetic minimum spanning tree is a kinetic data structure that maintains the minimum spanning tree (MST) of a graph whose edge weights are changing as a continuous function of time.
Minimum spanning tree-based segmentation         
Image segmentation strives to partition a digital image into regions of pixels with similar properties, e.g.
Protocol (science)         
PREDEFINED WRITTEN PROCEDURAL METHOD IN THE DESIGN AND IMPLEMENTATION OF EXPERIMENTS IN NATURAL SCIENCES
Clinical trial protocol; Clinical protocol; Clinical protocols; Protocol (Natural Sciences); Scientific protocol; Scientific protocal; Protocol (natural sciences); Protocol (Science); Lab protocol
In natural and social science research, a protocol is most commonly a predefined procedural method in the design and implementation of an experiment. Protocols are written whenever it is desirable to standardize a laboratory method to ensure successful replication of results by others in the same laboratory or by other laboratories.
Capacitated minimum spanning tree         
SPANNING TREE TYPE
User:Lynxoid84/Capacitated minimum spanning tree; Algorithms for finding capacitated minimum spanning trees
Capacitated minimum spanning tree is a minimal cost spanning tree of a graph that has a designated root node r and satisfies the capacity constraint c. The capacity constraint ensures that all subtrees (maximal subgraphs connected to the root by a single edge) incident on the root node r have no more than c nodes.