Random forests /

Saved in:
Bibliographic Details
Main Author: Pavlov, Yu. L.
Format: Book
Language:English
Published: Utrecht ; Boston : VSP, 2000.
Subjects:

MARC

LEADER 00000nam a2200000 a 4500
001 8e43c597-f510-41dd-8dc4-119db8d67121
005 20240707000000.0
008 000819s2000 ne a b 000 0 eng c
020 |a 9067643149 
035 |a (OCoLC)44850152 
040 |a OHX  |c OHX  |d AZS  |d AGL  |d OrLoB-B 
042 |a pcc 
049 |a MNUA 
050 4 |a QA166.17  |b .P38 2000 
070 0 |a QA166.17  |b .P38 2000 
072 0 |a X200  |a K001 
072 7 |a QA  |2 lcco 
100 1 |a Pavlov, Yu. L. 
245 1 0 |a Random forests /  |c Yu. L. Pavlov. 
260 |a Utrecht ;  |a Boston :  |b VSP,  |c 2000. 
300 |a 122 pages :  |b illustrations ;  |c 26 cm 
336 |a text  |b txt  |2 rdacontent 
337 |a unmediated  |b n  |2 rdamedia 
338 |a volume  |b nc  |2 rdacarrier 
504 |a Includes bibliographical references (pages 118-122). 
505 0 0 |g Ch. 1.  |t Probabilistic methods in studying trees and forests.  |g 1.  |t Trees and forests.  |g 2.  |t Random forests and generalized allocation scheme.  |g 3.  |t Random forests and branching processes.  |g 4.  |t Simply generated forests.  |g 5.  |t Additions and references --  |g Ch. 2.  |t The maximum size of a tree in a random forest.  |g 1.  |t Problem statement and summary of results.  |g 2.  |t Asymptotics of NP[subscript r].  |g 3.  |t The limit behaviour of the total progeny of the branching process.  |g 4.  |t The convergence of the sum of auxiliary random variables to the normal law.  |g 5.  |t The asymptotics of the sum of auxiliary random variables in the critical case.  |g 6.  |t Proofs of the main results.  |g 7.  |t Additions and references --  |g Ch. 3.  |t Limit distributions of the number of trees of a given size.  |g 1.  |t Problem statement and summary of results.  |g 2.  |t The convergence of the sum of auxiliary random variables to the normal law.  |g 3.  |t The limit behaviour of the sum of auxiliary random variables in the critical case.  |g 4.  |t Proofs of the main results.  |9 bnatoc 
505 8 0 |g 5.  |t Additions and references --  |g Ch. 4.  |t Limit distributions of the height of a random forest.  |g 1.  |t Problem statement and summary of results.  |g 2.  |t The limit behaviour of auxiliary probabilities in the subcritical case.  |g 3.  |t The limit behaviour of auxiliary probabilities in the critical case.  |g 4.  |t Proofs of the main results.  |g 5.  |t Additions and references.  |9 bnatoc 
650 0 |a Random graphs 
650 0 |a Trees (Graph theory) 
999 1 0 |i 8e43c597-f510-41dd-8dc4-119db8d67121  |l 9949971580001701  |s US-MNU  |m random_forests_____________________________________________________________2000_______vsp__a________________________________________pavlov__yu__l______________________p 
999 1 0 |i 8e43c597-f510-41dd-8dc4-119db8d67121  |l 990019384360104321  |s US-MNWINOS  |m random_forests_____________________________________________________________2000_______vsp__a________________________________________pavlov__yu__l______________________p 
999 1 1 |l 9949971580001701  |s ISIL:US-MNU  |i University of Minnesota  |t BKS  |a TMATHGEN  |c QA166.17 .P38x 2000  |d LCC  |b 31951D02169948V  |x BOOK  |y 23465666040001701  |p LOANABLE 
999 1 1 |l 990019384360104321  |s ISIL:US-MNWINOS  |i Winona State University  |t BKS  |a MAIN  |c QA166.17 .P38 2000  |b 30106004124292  |x BOOK  |y 2346358460004321  |p LOANABLE