About: Knapsack Problems

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book by Hans Kellerer

Attributes	Values
rdf:type	Item
description	книга (uk) Buch von Hans Kellerer (de) boek van Hans Kellerer (nl) book by Hans Kellerer (en) libro de Hans Kellerer (es) livre de Hans Kellerer (fr)
publication date	wds:Q28035673-73FD9CD8-E493-4ED4-AC17-501E5CDDE0FC
publication date	2004-01-01 00:00:00Z (xsd:dateTime)
language of work or name	wds:Q28035673-0D0AAE85-F894-45A0-A70F-1741ADB53ABA
language of work or name	English
Goodreads version/edition ID	wds:Q28035673-3015588F-45E6-4357-A1A4-EFCAFE483713
Goodreads version/edition ID	10729166
OpenCitations bibliographic resource ID	wds:Q28035673-AEA67330-A40D-4D66-A2EF-16806273D8E0
OpenCitations bibliographic resource ID	https://w3id.org/oc/corpus/br/3096199
OpenCitations bibliographic resource ID	3096199
rdfs:label	Knapsack Problems (en) Knapsack Problems (ga)
skos:prefLabel	Knapsack Problems (en) Knapsack Problems (ga)
name	Knapsack Problems (en) Knapsack Problems (ga)
author	wds:Q28035673-3E0A0CA7-37AB-4EC6-AA8C-441C77034A04 wds:Q28035673-660565B5-839C-450E-8CBA-629417DBDA04 wds:Q28035673-AF04D223-32A2-407F-996D-1CF173151982
author	Hans Kellerer David Pisinger Ulrich Pferschy
title	wds:Q28035673-EDF49017-4A85-4FC8-B706-80DB42088182
title	Knapsack Problems (en)
instance of	wds:Q28035673-59C50D8C-19AA-454A-83EC-A18B282E87EE
instance of	literary work
DBLP publication ID	wds:Q28035673-C16BEE83-2CEA-4190-B9B8-228B7CB7D98D
DBLP publication ID	https://dblp.org/rec/books/daglib/0010031
DBLP publication ID	books/daglib/0010031
publisher	wds:Q28035673-C5EA6DD1-15B2-4D2E-9442-14431FFD6BAB
publisher	Springer Science+Business Media
number of pages	wds:Q28035673-9D95763F-AE0E-490B-8C1B-3F29BA5220DB
number of pages	548 (xsd:decimal)
DOI	wds:Q28035673-B0685180-4F1A-4985-BF83-F7EF3E75382D
DOI	http://dx.doi.org/10.1007/978-3-540-24777-7
DOI	10.1007/978-3-540-24777-7
Open Library ID	wds:Q28035673-8D688527-BFAA-49B5-9B25-5DD672AEAF1B
Open Library ID	http://openlibrary.org/works/OL27066941M
Open Library ID	OL27066941M
Goodreads work ID	wds:Q28035673-9824c584-836b-4706-a3ac-5c48690cea94
Goodreads work ID	1275391
ISBN-13	wds:Q28035673-4271B27A-B627-4A78-AAE2-3B8009A9AE97 wds:Q28035673-B71A115E-E7EF-47F3-88DC-B4042510E2FD
ISBN-13	urn:ISBN:978-3-642-07311-3
ISBN-13	978-3-642-07311-3
is about of	https://www.wikidata.org/wiki/Special:EntityData/Q28035673
is cites work of	How Humans Solve Complex Problems: The Case of the Knapsack Problem Repayment policy for multiple loans SIRIUS: decomposing isotope patterns for metabolite identification Convex relaxations for nonconvex quadratically constrained quadratic programming: matrix cone decomposition and polyhedral approximation An exact algorithm for the 0–1 linear knapsack problem with a single continuous variable Exact solution approach for a class of nonlinear bilevel knapsack problems Mining Biological Interaction Networks Using Weighted Quasi-Bicliques Solving the Multiscenario Max-Min Knapsack Problem Exactly with Column Generation and Branch-and-Bound An Optimized Resource Allocation Scheme Based on a Multidimensional Multiple-Choice Approach with Reduced Complexity Unique homeobox codes delineate all the neuron classes of C. elegans Optimal Rate Allocation for P2P Video Streaming Downlink cross-layer scheduling strategies for long-term evolution and long-term evolution-advanced systems Approximate and exact algorithms for the double-constrained two-dimensional guillotine cutting stock problem Bunker purchasing with contracts The linking set problem: a polynomial special case of the multiple-choice knapsack problem Efficient itinerary planning with category constraints Global Optimality Conditions and Optimization Methods for Quadratic Knapsack Problems Using decomposition to improve greedy solutions of the optimal diversity management problem A set partitioning reformulation for the multiple-choice multidimensional knapsack problem Com-BIS: A Community-Based Barter Incentive Scheme in Socially Aware Networking A novel approach for solving travelling thief problem using enhanced simulated annealing Resource allocation for network MIMO systems with HARQ and partial channel knowledge On the Product Knapsack Problem A Graphical Approach to Solve an Investment Optimization Problem QMKPy: A Python Testbed for the Quadratic Multiple Knapsack Problem A Novel Energy-Saving Resource Allocation Scheme in LTE-A Relay Networks
is cites work of	wds:Q30819436-6C3E4707-508A-4E62-9B7E-8DFBB08001BE wds:Q36353483-EA296646-3CBA-451A-8B78-DD1F5E116783 wds:Q57445451-E4821B6B-D18D-418F-A4A8-EAC1F86E1EFD wds:Q57931977-43027664-DCB1-4D1D-9DF0-A13E012BA3FE wds:Q57438682-DABAC779-5783-468F-9DE4-C5FF366450C6 wds:Q58486313-ABF019AA-FD38-408E-A966-58809CCAF453 wds:Q59118599-0219D98A-7758-4452-8BBC-DFB9AF4E78A2 wds:Q58758594-4B3B35E6-6332-4EB9-AEFE-F1EBF97FE992 wds:Q98568685-901E7070-81EC-46DE-84F5-AAD984915F91 wds:Q111292227-7BFA611C-0D25-4D15-826E-D858683082F1 wds:Q58758466-B8836A2E-8907-42B8-A805-FA31CF3A5F16 wds:Q29035628-EC8880A6-24DB-4700-8D15-613CC7C536C2 wds:Q58826347-B237BF3E-E328-46DF-A765-2517BE990681 wds:Q57736608-C1725E94-5517-4BAA-AB22-C2ADD31F4ADF wds:Q57985615-032C3B45-345A-4FD7-82C5-F7E57AC5E4B8 wds:Q56050296-721313E8-E696-47B3-B536-C3A08FC1692F wds:Q57736563-3FEE74B4-0B01-4AB4-A03D-35D08AB59478 wds:Q57866643-3E25F1E8-181E-4A0F-ABE0-96453ED41BA0 wds:Q59109261-17BDA232-B23E-4E89-B577-F789BE7BC74A wds:Q110950335-3F3F2502-53EA-49CF-BEFB-BD0963D571D5 wds:Q43184399-CE216434-604D-4E7A-AE70-24FFED6B7D81 wds:Q59271850-950BCC33-27E8-42DD-840A-EB9A1F3879AE

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