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New posts in integer-partitions
For what coinage systems does a greedy algorithm not work in providing change?
combinatorics
algorithms
integer-partitions
How many different ways are there to make n dollars with 1, 5, 10, 25, and 50 cent coins. [closed]
integer-partitions
python
Number of ways to represent any N as sum of odd numbers? [duplicate]
combinatorics
recurrence-relations
fibonacci-numbers
integer-partitions
Hardy Ramanujan Asymptotic Formula for the Partition Number
number-theory
asymptotics
integer-partitions
Integer partition of n into k parts recurrence
combinatorics
recurrence-relations
integer-partitions
Demystifying the asymptotic expression for the partition function
number-theory
reference-request
integer-partitions
What area of mathematics would the "24 game" encompass? [closed]
combinatorics
arithmetic
integer-partitions
combinatorial-game-theory
Algorithm for generating integer partitions
combinatorics
algorithms
integer-partitions
Permutation induced by a partition
combinatorics
integer-partitions
Generating functions of partition numbers
combinatorics
discrete-mathematics
generating-functions
integer-partitions
Count the number of integer solutions to $x_1+x_2+\cdots+x_5=36$
combinatorics
diophantine-equations
integer-partitions
Demonstration for the equal number of odd and unequal partitions of an integer
generating-functions
infinity
integer-partitions
A question on partitions of n
combinatorics
representation-theory
integer-partitions
symmetric-groups
Partitions and Bell numbers
combinatorics
inclusion-exclusion
integer-partitions
bell-numbers
Keep getting generating function wrong (making change for a dollar) [duplicate]
number-theory
generating-functions
integer-partitions
Same number of partitions of a certain type?
number-theory
combinatorics
integer-partitions
combinatorics: sum of product of integer compositions
combinatorics
generating-functions
integer-partitions
Partitioning a natural number $n$ in order to get the maximum product sequence of its addends
integer-partitions
Error in my derivation of $\binom{2n-1}{n}$ as number of partitions of $n$
combinatorics
binomial-coefficients
integer-partitions
$l$-regular bipartition
integer-partitions
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