It's a protein with two distinct domains.
Each domain might have different biochemical properties (Hydrophobic/hydrophilic) or functional role (2 enzymatic different activities or one domain required for the subcellular localization, the other one a signal transduction....)
Yes, every tree ia a bipartite graph (just see wikipedia).
The protein that can be phosphorylated by protein kinase AA is called protein X.
protein !
No. The Plural of protein is proteins, although 'protein' could refer to an uncountable amount.
A protein disk is called a protein wafer. It is a thin, flat, round-shaped snack or supplement that is made primarily from protein sources such as whey protein.
Yes. A graph is bipartite if it contains no odd cycles. Since a tree contains no cycles at all, it is bipartite.
Yes, every tree ia a bipartite graph (just see wikipedia).
The bipartite graph algorithm can be implemented using depth-first search (DFS) by assigning colors to each vertex as it is visited. If a vertex is visited and its neighbor has the same color, then the graph is not bipartite. If all vertices can be visited without any conflicts in colors, then the graph is bipartite.
The automorphism group of a complete bipartite graph K_n,n is (S_n x S_n) semidirect Z_2.
"Bipartite" refers to a graph or network that can be divided into two sets of vertices such that all edges connect vertices from one set to the other, with no edges within the same set. A bipartite graph is also known as a bigraph.
A government consisting of two parts
Bipartite bodies in a dispute settlement is an agreement between two parties. Tripartitie bodies is an agreement between three parties involved in a settlement.
A bipartition is something which is bipartite or an instance of sharing or partitioning in two.
The different types of carrier-linked prodrugs are bipartite, tripartite, and mutual. Bipartite structures consist of a carrier linked to a prodrug. Tripartite structues have a carrier linked to a drug via a linker. Mutual structures have two drugs linked to each other.
A bigraph is another term for a bipartite graph - in mathematics, a graph whose vertices can be divided into two disjoint sets.
A Hamiltonian cycle in a bipartite graph is a cycle that visits every vertex exactly once and ends at the starting vertex. It is significant because it provides a way to traverse the entire graph efficiently. Having a Hamiltonian cycle in a bipartite graph ensures that the graph is well-connected and has a strong structure, as it indicates that there is a path that visits every vertex without repeating any. This enhances the overall connectivity and accessibility of the graph, making it easier to analyze and navigate.
credit always involves parties: the debtor who obtains the money, goods or services in exchange of his promise to pay at a future date