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Table 3 Homogeneous data for when NA=NB=500 and Φ=3%

From: Influence spread in two-layer interdependent networks: designed single-layer or random two-layer initial spreaders?

 

Single-Layer Selection

Multi-Layer Selection

Scen.

Interconnectivity

t=50

t=100

t=150

t=200

t=50

t=100

t=150

t=200

1

Dense (Max-Max)

806

934

942

942

638

853

874

876

 

Dense (Max-Min)

492

740

789

798

602

874

915

919

 

Dense (Min-Min)

503

725

785

794

298

615

720

741

 

Dense (Random)

738

962

971

971

545

864

907

912

 

Sparse (Max-Max)

645

906

928

929

323

659

717

724

 

Sparse (Max-Min)

438

501

511

513

341

621

694

715

 

Sparse (Min-Min)

440

497

504

505

205

415

491

513

 

Sparse (Random)

484

680

761

776

259

592

688

706

2

Dense (Max-Max)

994

994

994

994

994

994

994

994

 

Dense (Max-Min)

723

840

846

846

997

997

997

997

 

Dense (Min-Min)

666

818

829

830

998

998

998

998

 

Dense (Random)

986

994

994

994

994

994

994

994

 

Sparse (Max-Max)

993

993

993

993

992

993

993

993

 

Sparse (Max-Min)

531

533

537

538

996

997

997

997

 

Sparse (Min-Min)

525

527

530

531

997

998

998

998

 

Sparse (Random)

626

780

812

816

994

994

994

994

  1. Each value corresponds to the average number of afflicted nodes at the respective time-step, t, across all considered Monte-Carlo runs for all synthetic topologies