(k,m)-Pascal's Triangle
Cross-source consensus on (k,m)-Pascal's Triangle from 1 sources and 4 claims.
1 sources · 4 claims
How it works
Comparisons
Highlighted claims
- For n at least m-k, the total population equals the sum of weights of edges crossing a specified vertical line. — On a Generalized Fibonacci Recurrence
- The paper defines a (k,m)-Pascal's triangle as weighted horizontal edges rather than the usual triangular array. — On a Generalized Fibonacci Recurrence
- The (k,m)-Pascal representation compresses the binary branching tree by merging objects with the same generation and remaining lifetime. — On a Generalized Fibonacci Recurrence
- The skewed triangle connects the asymmetric branching construction to classical Pascal-triangle diagonal sums. — On a Generalized Fibonacci Recurrence