unit 5 part 4 Flashcards

1
Q

minimal spanning tree

A

all poss links, non neg cost each edge, h subG, sum of all cost edge min
kruskals

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2
Q

kruskal algo

A

till n-1 least edges
not loop
min onwards
highlight only those

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3
Q

prims algo

A

matrix vertices edges cost
min in each column, highlight those
multiple ways

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4
Q

dual of a planar graph

A

.

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5
Q

chromatic number

A

k colors needed properly colored
not less than k
ki of G

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6
Q

chromatic number

A

k colors needed properly colored
not less than k
ki of G

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7
Q

consequences of chromatic no.

A
isolated vertix 1-chromatic
1 or more edges at least 2-chromatic
chrom mo. less than eqil to n
kn => n moe than 1
>= n (subG)
>= subG
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8
Q

chrom no. of circle

A

even -> 2, odd -> 3

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9
Q

map coloring

A

4 color prop

kenneth and wolfgang

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10
Q

bipartite chrom ques

A

.

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