This is the sixtieth second part of the ILP series. For your convenience you can find other parts in the table of contents in Part 1 – Boolean algebra Today we are going to solve a chess problem variation. We want to generate a chess board (with regular pieces for each player) with maximal attacking … Continue reading ILP Part 62 – Maximally attacking chessboard
ILP Part 61 – Sudomino
This is the sixtieth first part of the ILP series. For your convenience you can find other parts in the table of contents in Part 1 – Boolean algebra Today we are going to solve Sudomino. We have a Sudoku board filled with dominoes. Some fields are blocked. We need to assign numbers to dominoes … Continue reading ILP Part 61 – Sudomino
ILP Part 60 – Fencing Match
This is the sixtieth part of the ILP series. For your convenience you can find other parts in the table of contents in Part 1 – Boolean algebra Today we are going to solve Fencing Match. We have a board with some numbers on it. Each number indicates how many edges of that field must … Continue reading ILP Part 60 – Fencing Match
ILP Part 59 – Pętliczek
This is the fifty ninth part of the ILP series. For your convenience you can find other parts in the table of contents in Part 1 – Boolean algebra Today we are going to solve Pętliczek. We have a chessboard of any size. Each column and row has a number associated which indicates how many … Continue reading ILP Part 59 – Pętliczek
ILP Part 58 – Kantoriiroodo
This is the fifty eighth part of the ILP series. For your convenience you can find other parts in the table of contents in Part 1 – Boolean algebra Today we are going to solve kantoriiroodo riddle. Refer to the link to see how it works. Basically, we have a board of any size (like … Continue reading ILP Part 58 – Kantoriiroodo