neos-5223573-tarwin

feasibility aggregations variable_bound set_partitioning set_packing cardinality mixed_binary

Submitter	Variables	Constraints	Density	Status	Group	Objective	MPS File
Hans Mittelmann	158244	560182	2.44401e-05	hard	neos-pseudoapplication-19	0.1058	neos-5223573-tarwin.mps.gz

check model

Location of instance in collection

Instance Statistics

Detailed explanation of the following tables can be found here.

Size Related Properties
	Original	Presolved
Variables	158244	158243
Constraints	560182	560182
Binaries	190	190
Integers	0	0
Continuous	158054	158053
Implicit Integers	0	0
Fixed Variables	0	0
Nonzero Density	2.44401e-05	2.44398e-05
Nonzeroes	2166500	2166470

Constraint Classification Properties
	Original	Presolved
Total	560182	560182
Empty	0	0
Free	0	0
Singleton	0	0
Aggregations	14	14
Precedence	0	0
Variable Bound	277298	277298
Set Partitioning	29	29
Set Packing	29	29
Set Covering	0	0
Cardinality	2	2
Invariant Knapsack	0	0
Equation Knapsack	0	0
Bin Packing	0	0
Knapsack	0	0
Integer Knapsack	0	0
Mixed Binary	282810	282810
General Linear	0	0
Indicator	0	0

Structure

Available nonzero structure and decomposition information. Further information can be found here.

Nonzero entries of original problem

Nonzero entries after trivial presolving

Decomposed structure of original problem (dec-file)

Decomposed structure after trivial presolving (dec-file)

	value	min	median	mean	max
Components
Constraint %
Variable %
Score

Best Known Solution(s)

Find solutions below. Download the archive containing all solutions from the Download page.

## Warning in lapply(df["exactobjval"], as.numeric): NAs introduced by coercion

ID	Objective	Exact	Int. Viol	Cons. Viol	Obj. Viol	Submitter	Date	Description
1	0.1058		5.2e-06	1e-06	0	Robert Bixby	2020-02-10	Solved with Gurobi 9.0 within 7 hours

Similar instances in collection

The following instances are most similar to neos-5223573-tarwin in the collection. This similarity analysis is based on 100 scaled instance features describing properties of the variables, objective function, bounds, constraints, and right hand sides.

Instance	Status	Variables	Binaries	Continuous	Constraints	Nonz.	Submitter	Group	Objective	Tags
neos-5251015-ogosta	hard	136971	232	136739	486531	1955388	Hans Mittelmann	neos-pseudoapplication-19	0.1058	feasibility aggregations variable_bound set_partitioning set_packing cardinality mixed_binary
neos-5273874-yomtsa	hard	136971	232	136739	486492	1955349	Hans Mittelmann	neos-pseudoapplication-19	0	aggregations variable_bound set_partitioning set_packing cardinality mixed_binary
uccase12	easy	62529	9072	53457	121161	419447	Daniel Espinoza	uccase	11507.4050616	benchmark benchmark_suitable aggregations precedence variable_bound mixed_binary
ns1430538	hard	33616	1680	31936	34960	178112	NEOS Server Submission	neos-pseudoapplication-76	88	decomposition precedence variable_bound mixed_binary
hgms62	open	48597	547	48050	582237	1753238	Jesus Rodriguez	hgms	-44837.24534313961*	aggregations variable_bound set_partitioning set_packing set_covering invariant_knapsack equation_knapsack mixed_binary

Reference

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