scispace - formally typeset
Search or ask a question
Institution

Vaughn College of Aeronautics and Technology

EducationNew York, New York, United States
About: Vaughn College of Aeronautics and Technology is a education organization based out in New York, New York, United States. It is known for research contribution in the topics: Gravitational microlensing & Planetary system. The organization has 727 authors who have published 708 publications receiving 14082 citations. The organization is also known as: College of Aeronautics.


Papers
More filters
Journal ArticleDOI
TL;DR: In the U.S. Army, organizational learning has five lifelong disciplines: systems thinking, personal mastery, mental models, shared vision, and team learning as mentioned in this paper, which can be classified into five classes.
Abstract: Peter M. Senge, a senior lecturer at Massachusetts Institute of Technology (MIT), first introduced his learning organization concept in the early 1990’s with the publishing of The Fifth Discipline book, which has since been revised during 2006. A ‘learning organization’ focused on the development of every member with superior performance in service of that organization’s purpose. The more the organization’s members increase their ability to learn collaboratively, the more they can accomplish the higher performance, which can then effectively and positively change their organization. Learning organizations can include corporation, schools, hospitals, non-for-profits, and government agencies – basically, any organization where people are placed together to accomplish a common goal, which they could not have created on their own. Organizational learning has five lifelong disciplines: systems thinking, personal mastery, mental models, shared vision, and team learning. This paper will introduce some of the several aspects of the learning organization in the U.S. Army based on the current fight against the war on terror.

2 citations

Proceedings ArticleDOI
23 Aug 2021
TL;DR: In this paper, a teaming method, proficiency aware multi-agent deep reinforcement learning (Mix-RL), was developed to guide ground and aerial cooperation by considering the best alignments between robot capabilities, task requirements, and environment conditions.
Abstract: A mixed aerial and ground robot team, which includes both unmanned ground vehicles (UGVs) and unmanned aerial vehicles (UAVs), is widely used for disaster rescue, social security, precision agriculture, and military missions. However, team capability and corresponding configuration vary since robots have different motion speeds, perceiving ranges, reaching areas, and resilient capabilities to the dynamic environment. Due to heterogeneous robots inside a team and the resilient capabilities of robots, it is challenging to perform a task with an optimal balance between reasonable task allocations and maximum utilization of robot capability. To address this challenge for effective mixed ground and aerial teaming, this paper developed a novel teaming method, proficiency aware multi-agent deep reinforcement learning (Mix-RL), to guide ground and aerial cooperation by considering the best alignments between robot capabilities, task requirements, and environment conditions. Mix-RL largely exploits robot capabilities while being aware of the adaption of robot capabilities to task requirements and environment conditions. Mix-RL's effectiveness in guiding mixed teaming was validated with the task “social security for criminal vehicle tracking”.

2 citations

Journal ArticleDOI
TL;DR: In this article, the authors consider a particular case of the polynomial camber line and evaluate a number of integrals of the kind but the process is not as laborious as perhaps Mr. Llewelyn implies for there is a simple recurrence relation between integrals.
Abstract: I am grateful to Mr. Llewelyn for pointing out the slip in equation (3) of reference 1. In considering a particular case of the polynomial camber line I did have to evaluate a number of integrals of the kind but the process is not as laborious as perhaps Mr. Llewelyn implies for there is a simple recurrence relation between integrals of this kind.

2 citations


Authors

Showing all 732 results

NameH-indexPapersCitations
Xiang Zhang1541733117576
Denis J. Sullivan6133214092
To. Saito511839392
Arthur H. Lefebvre411234896
Michele Meo402235557
Robin S. Langley402635601
Ning Qin372835011
Holger Babinsky332424068
B. S. Gaudi31642560
Philip J. Longhurst29802578
Michael Gaster27663998
Don Harris261292537
To. Saito25562362
John F. O'Connell22891763
Rade Vignjevic21841563
Network Information
Related Institutions (5)
Langley Research Center
37.6K papers, 821.6K citations

76% related

Technion – Israel Institute of Technology
79.3K papers, 2.6M citations

76% related

Northwestern Polytechnical University
56K papers, 657K citations

76% related

Beihang University
73.5K papers, 975.6K citations

75% related

Harbin Institute of Technology
109.2K papers, 1.6M citations

74% related

Performance
Metrics
No. of papers from the Institution in previous years
YearPapers
20236
20223
202145
202033
201934
201841