H. K. Kesavan | Academic Influence

H. K. Kesavan's AcademicInfluence.com Rankings

H. K. Kesavan

Mathematics

#6998

World Rank

#9599

Historical Rank

Measure Theory

#3976

World Rank

#4685

Historical Rank

mathematics Degrees

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Mathematics

H. K. Kesavan's Degrees

PhD Mathematics Delhi University
Masters Mathematics Delhi University
Bachelors Mathematics Delhi University

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Why Is H. K. Kesavan Influential?

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According to Wikipedia, Hiremagalur Krishnaswamy Kesavan, known as H. K. Kesavan , was an Indian professor in the Faculty of Engineering at the University of Waterloo, Ontario, Canada. Early life and education H.K. Kesavan was born on 14 June 1926 in Bangalore, India. He received his undergraduate degrees in science and engineering from the Central College and the Government Engineering College in Bangalore. He received his M.S. degree from the University of Illinois in 1956 and his Ph.D. from Michigan State University in 1959, both in electrical engineering. He was an instructor at Michigan State from 1956 to 1959, and assistant professor in 1959–1960.

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H. K. Kesavan's Published Works

Number of citations in a given year to any of this author's works

Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author

Published Works

Entropy optimization principles with applications (1992) (1092)
Entropy Optimization Principles and Their Applications (1992) (352)
Analysis of Discrete Physical Systems (1967) (127)
The generalized maximum entropy principle (1989) (103)
The vector-network model: A new approach to vector dynamics (1975) (92)
Graph-Theoretical Models for Pipe Network Analysis (1972) (67)
Probability density function estimation using the MinMax measure (2000) (48)
Minimum entropy and information measure (1998) (39)
The generalized maximum entropy principle (with applications) (1987) (35)
The MinMax information measure (1995) (35)
Simulation of Multibody Systems Using the Vector-Network Model (1978) (31)
Constrained multibody systems: graph-theoretic Newton-Euler formulation (1990) (23)
The graph-theoretic field model—I. Modelling and formulations (1979) (23)
A Systems Approach to Three-Dimensional Multibody Systems Using Graph-Theoretic Models (1986) (22)
Dynamics of 3-D isolated rigid-body systems: graph-theoretic models (1986) (16)
Jaynes' Maximum Entropy Principle (2009) (15)
Graph-theoretic modeling of particle-mass and constrained rigid body systems (1995) (14)
Multi-body systems with open chains: Graph-theoretic models (1986) (13)
From particle-mass to multibody systems: graph-theoretic modeling (1997) (13)
Piecewise Solution of the Load-Flow Problem (1972) (13)
Dynamic analysis of mechanisms via vector network model (1983) (12)
Graph theoretic modeling and analysis of multibody planar mechanical systems (2001) (11)
Bayesian estimation of shannon entropy (1997) (11)
Graph-theoretic models for simulating robot manipulators (1987) (11)
Graph-theoretic state models for the piecewise analysis of large-scale electrical networks (1977) (11)
The graph-theoretic field model— II. application of multi-terminal representations to field problems (1980) (10)
On the families of solutions to generalized maximum entropy and minimum cross-entropy problems (1990) (10)
The Inverse MaxEnt and MinxEnt Principles and their Applications (1990) (9)
Sensitivity-state models for linear systems† (1969) (9)
Vector-network models for kinematics: The 4-bar mechanism (1983) (9)
A Shifted Penalty Function Approach for Optimal Load-Flow (1982) (9)
Maximum Entropy and Minimum Cross-Entropy Principles: Need for a Broader Perspective (1990) (8)
Computational scheme for simulating robot manipulators (1987) (8)
On the existence of solutions to linear active networks: A state‐space approach (1974) (7)
A Shifted Penalty Function Approach for Optimal Load-Flow (1982) (6)
Multi-terminal representations and diakoptics (1982) (3)
Discrete analogues of Green's identities through the graph—theoretic field model (1982) (3)
The magnetic field problem: A graph-theoretic model (1980) (3)
Applications of multiterminal representations to magnetic fields (1979) (3)
A UNIFYING DISCRETE MODEL OF FIELD PROBLEMS (1977) (3)
Computation of the MinMax Measure (2003) (3)
System Theory in a Unified Curriculum (1961) (2)
Digital Techniques in Commutation Design (1960) (2)
On time-domain network sensitivity † (1973) (2)
Network sensitivity simplified (1974) (2)
Quasi-power functionals for potential fields from the Graph- Theoretic Field Model (1982) (2)
Equivalences between entropy and network models for transportation systems (1996) (1)
A New Criterion for Satisfactory Commutation (1960) (1)
Comparisons Between Bayesian and Entropic Methods for Statistical Inference (1994) (1)
Science and Spirituality: A Hindu Perspective (2003) (1)
Variational Principle for Potential Fields from the Graph-Theoretic Field Model (1982) (1)
Computer sciences for ages 12 to 18: what to teach, how to teach it (1968) (0)
A new criterion for satisfactory commutation and a digital computer program for design (1959) (0)
On the Optimum Step Response OF Band-Limited Systems (1972) (0)
Closure of "Graph-Theoretical Models for Pipe Network Analysis" (1973) (0)
A Unified Treatment of Piecewise Methods of Load Flow: Exact Models (1979) (0)
Network models for co-state equations of linear and non-linear systems† (1970) (0)
System: A Student Package for the Analysis of Nonlinear Systems (1973) (0)
Computer Education in a Developing Country. (1969) (0)
A Piecewise Method for Optimal Load-Flow Problem (1979) (0)

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