# Search results

Journal of Geographical Systems > 2019 > 21 > 3 > 319-338

Environmental Science and Pollution Research > 2019 > 26 > 18 > 18365- 18378

_{2}emissions in 30 provinces in Iran from 2009 to 2014...

The Journal of Comparative Germanic Linguistics > 2019 > 22 > 1 > 1-53

Naval Research Logistics (NRL) > 65 > 3 > 203 - 217

Computational Mechanics > 2018 > 62 > 6 > 1461-1483

Journal of East Asian Linguistics > 2018 > 27 > 2 > 173-209

Automation in Construction > 2018 > 86 > C > 226-239

Schizophrenia Research > 2017 > 188 > C > 82-88

IEEE Transactions on Big Data > 2017 > 3 > 3 > 276 - 288

EURO Journal on Computational Optimization > 2018 > 6 > 1 > 29-54

*n*deteriorating jobs on a single machine. Rates of deterioration are job-dependent and constant with respect to the starting times. Jobs begin to deteriorate after a common critical date ‘

*d*.’ The concept of relaxed agreeable weights is introduced. It is shown that the problem is NP-hard. The condition of relaxed agreeable weights and...

Linear Algebra and its Applications > 2017 > 516 > C > 24-46

^{2}. We also show that there is no topology compatible with 6-connectedness. We shortly comment on potential further use of this approach.

*P*is characterized by certain criteria involving the (prime) implicants of

*P*, which are generalizations of the circuits of an independence system. These criteria can be checked by straightforward “colouring algorithms”. They are sufficient for all 0–1-polyhedra and necessary for at least three classes containing the polyhedra of many well-known...

Lecture Notes in Computer Science > Spatial Information Theory. Cognitive and Computational Foundations of Geographic Information Science > Ontology of Space > 251-266

*P*, namely,

*P*is given as the intersection of finitely many halfspaces, i.e.,

*P=P(A,b)={x|Ax≤b}*, as the convex and conical hull of finitely many vectors, i.e.

*P*=conv(

*V*)+cone(

*E*), or

*P*is given by its face lattice . The adjacency...

Alexandria Engineering Journal > 2016 > 55 > 1 > 445-449

Morphology > 2016 > 26 > 3-4 > 295-312