discrete mathematics - n-rooks n-colors problem - Mathematics Stack Exchange
Por um escritor misterioso
Descrição
The problem goes as follows: $n$ colors are used to color the squares in a $n\times m$ chess board so that each color is used exactly $m$ times. Can you always place $n$ rooks on the board, so that
20 Best Discrete Mathematics eBooks of All Time - BookAuthority
Solved (9) (OPTIONAL) We want to place n rooks on an n x n
Mathematics Under The Microscope, PDF, Meme
Puzzles
discrete mathematics - Confusion from a textbook comment about induction - Mathematics Stack Exchange
Olympiad Combinatorics, PDF, Combinatorics
Discrete Mathematics: Mathematical Reasoning and Proof with Puzzles, Patterns, and Games, 1e Student Solutions Manual
Application du krigeage à l'optimisation d'une campagne pluviométrique en zone aride
combinatorics - Computing a rook polynomial - Mathematics Stack Exchange
Index tableau for N = 16, M = 9
PDF) Discrete Mathematics: Elementary and Beyond
20 Best Discrete Mathematics eBooks of All Time - BookAuthority
E-Book Discrete Mathematics, PDF, Theorem
Vincent PILAUD, Researcher, French National Centre for Scientific Research, Paris, CNRS, LIX, École Polytechnique
discrete mathematics - Brooks' theorem and greedy algorithm-vertex colouring - Mathematics Stack Exchange
de
por adulto (o preço varia de acordo com o tamanho do grupo)
