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0
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do I have to apply separately for exam I already for it with the thought of Inclusion of gate score
bbnlbsnlclinlcbarc application without gate score
357
views
asked
Feb 13, 2017
IS&Software Engineering
general
admissions
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0
votes
0
answers
2
#nlc payment
@ arjun sir for nlc application i have done sbi collect payment 2 days before but still nlc is showing fee paid status as not paid what to do now
@ arjun sir for nlc application i have done sbi collect payment 2 days before but still nlc is showing fee paid status as not paid what to do now
467
views
asked
Jan 15, 2017
0
votes
1
answer
3
daa doubt
how to decide height , depth and level of tree and no. of internal nodes in tree some books take root as internal node height as no. of edges b/w root and leaf(longest path), some take level starting from root as 0
how to decide height , depth and level of treeand no. of internal nodes in treesome books take root as internal nodeheight as no. of edges b/w root and leaf(longest path)...
266
views
asked
Sep 2, 2016
DS
binary-tree
data-structures
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2
votes
3
answers
4
doubt | ER Diagram
wat does arrow represent in er diagram when can we many to one or one to many by seeing arrows
wat does arrow represent in er diagramwhen can we many to one or one to many by seeing arrows
2.1k
views
asked
Sep 2, 2016
Databases
databases
er-diagram
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0
votes
1
answer
5
daa
The conventional way of multiplying two n-bit integers requires O(n2) time. There are much better ways of multiplying long integers, based on a divide-and-conquer approach. For example, we can break each n-bit integer into n/2-bit halves, and produce the result by making 3 recursive calls to n/2-bit multiplications ... of some sort. a) x=53; y=12. b) x=44; y=11. c) x=40; y=10. d) x=27; y=8.
The conventional way of multiplying two n-bit integers requires O(n2) time. There are much better ways of multiplying long integers, based on a divide-and-conquer approac...
362
views
asked
Sep 2, 2016
Algorithms
time-complexity
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1
votes
0
answers
6
dag
Here is a sequence of twelve array assignments and references: r = a[i] s = a[j] t = a[i] a[j] = b u = a[i] v = a[j] a[j] = c w = a[i] x = a[j] y = a[i] z = a[j] a[j] = b Construct the DAG for these instructions. Which of the following pairs of variables label the same node of the DAG? a) t and u b) r and s c) w and y d) t and s
Here is a sequence of twelve array assignments and references:r = a[i]s = a[j]t = a[i]a[j] = bu = a[i]v = a[j]a[j] = cw = a[i]x = a[j]y = a[i]z = a[j]a[j] = bConstruct th...
578
views
asked
Sep 2, 2016
Compiler Design
compiler-design
code-optimization
directed-acyclic-graph
test-series
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1
votes
1
answer
7
toc
Find minimized finite automata which recognizes the below languages, separately by m1 and m2 over binary strings as input, then find the number of states in each of the following. L1:L2 is a language, which contains a set of strings which produces a remainder 1', when ... m2 contains 8 states (c) m1 contains 3 states and m2 contains 9 states (d) m1 contains 4 states and m2 contains 9 states
Find minimized finite automata which recognizes the below languages, separately by m1 andm2 over binary strings as input, then find the number of states in each of the fo...
376
views
asked
Sep 1, 2016
Unknown Category
minimal
finite-automata
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3
votes
1
answer
8
toc
10. Consider the following languages: L ne = {〈M〉│L(M) ≠ ф } L e = {〈M〉│L(M) = ф } where 〈M〉 denotes encoding of a Turning machine M Then which one of the following is true? (a) Lne is r.e. but not recursive and Le is not r.e. (b) Both are not r.e. (c) Both are recursive (d) Le is r.e. but not recursive and Lne is not r.e.
10. Consider the following languages:Lne = {〈M〉│L(M) ≠ ф }Le = {〈M〉│L(M) = ф }where 〈M〉 denotes encoding of a Turning machine MThen which one of the f...
1.3k
views
asked
Sep 1, 2016
Unknown Category
recursive
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1
votes
1
answer
9
toc minimal dfa
. Find minimized finite automata which recognizes the below languages, separately by m1 and m2 over binary strings as input, then find the number of states in each of the following. L1:L2 is a language, which contains a set of strings which produces a remainder ... contains 8 states (c) m1 contains 3 states and m2 contains 9 states (d) m1 contains 4 states and m2 contains 9 states
. Find minimized finite automata which recognizes the below languages, separately by m1 and m2 over binary strings as input, then find the number of states in each of the...
863
views
asked
Sep 1, 2016
Theory of Computation
theory-of-computation
minimal-state-automata
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0
votes
0
answers
10
# gateforumsectional test
192
views
asked
Jun 28, 2016
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