Titlebook: Algorithms and Discrete Applied Mathematics; 10th International C Subrahmanyam Kalyanasundaram,Anil Maheshwari Conference proceedings 2024

ANNUL

G. Brandes,E. Reale,P. Brenner,T. K?rnerrmance of the interior point methods. This paper uses a modification to the Newton method and proposes a new way to find the search direction. We introduce a two-step interior point algorithm for solving linear optimization problems based on the new search direction. We present theoretical results f

BALK

G. Brandes,E. Reale,P. Brenner,T. K?rnering unique least common ancestors for certain subsets of their minimal elements since these are of interest, particularly as models of phylogenetic networks. Here, we use the close connection between the canonical .-ary transit function and the closure function on a set system to show that pre-.-ary

莎草

改良

暫時(shí)休息

Sandra Kraljevic Pavelic,Ivana Ratkajin ., its neighborhood induces a subtree in .. A split graph .(.,?.) is a graph that can be partitioned into a clique (.) and an independent set (.). The objective of this study is twofold: (i) to strengthen the results presented in [.] for the Hamiltonian cycle (HCYCLE), the Hamiltonian path (HPATH

北極人

信任

Yag-Capsulotomy

978-3-031-52212-3The Editor(s) (if applicable) and The Author(s), under exclusive license to Springer Nature Switzerl

maintenance

Geometric Covering Number: Covering Points with?Curvese . a point if the curve passes through the point. We consider such coverings by monotonic curves, lines, orthoconvex curves, circles, etc. We also study a problem that is converse of the covering problem – if a set of . points in the plane is covered by . lines then can we say something about the configuration of the points?

出生

The Frobenius Problem for?the?Proth Numbersrobenius problem for the Proth numerical semigroup . and give formulas for the embedding dimension of .. We solve the Frobenius problem for . by giving a closed formula for the Frobenius number. Moreover, we show that . has an interesting property such as being Wilf.