Sentence examples for Elementary graph from inspiring English sources

For example, all undergraduate computer science majors must study discrete mathematics (logic, combinatorics, and elementary graph theory).

Topics include formal logic notation, proof methods; induction, well-ordering; sets, relations; elementary graph theory; asymptotic notation and growth of functions; permutations and combinations, counting principles; discrete probability.

Topics include formal logic notation, proof methods; induction, well-ordering; sets, relations; elementary graph theory; integer congruences; asymptotic notation and growth of functions; permutations and combinations, counting principles; discrete probability.

ISM is a systematic application of some elementary graph theory in such a way that theoretical, conceptual, and computational advantages are exploited to explain complex pattern of conceptual relations among variables (Shahabadkar et al. 2012).

A mixed graph M is called an elementary graph if every component of M is an edge, an arc or a mixed cycle, where every edge-component in M is defined to be positive.

ISM is a systematic application of some elementary graph theory in such a way that theoretical, conceptual and computational advantage are exploited to explain the complex pattern of conceptual relations among the variables (Shahabadkar et al. 2012; Charan et al. 2008).

Unlike a classical procedure that requires the numerical integration of the equations of motion, the proposed method provides an estimate of the main spacecraft trajectory parameters, as its maximum and minimum attainable distance from the Sun, with the simple use of analytical relationships and elementary graphs.

Thus, if the term corresponding to a permutation π is non-zero, then π is fixed-point-free and can be expressed uniquely as the composition of disjoint cycles of length at least 2. Consequently, each non-vanishing term in the expansion of (operatorname{det}R_{H}(M)) gives rise to an elementary mixed graph (M') of M with (V(M' =V(M)).

Visualization techniques can be both elementary (line graphs, charts, bar charts) and complex (based on the mathematical apparatus).

Given that MI is a pair-wise measure, we used two elementary concepts from graph theory to construct the graph and uncover a network of correlated positions.

A few elementary concepts in graph theory are required for the discussion of the Fig. 5 graphs (not to be confused with graphs of functions).