S. Narula

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Prediction, Linear Regression and the Minimum Sum of Relative Errors

J. F. Wellington, S. Narula, 1977 .

An Interactive Reference Direction Algorithm For Solving Multi-Objective Convex Nonlinear Integer Programming Problems

Vassil G. Gouljashki, S. Narula, V. Vassilev, 2001 .

A reference direction approach to multiple objective integer linear programming

J. Wallenius, P. Korhonen, S. Narula, 1995 .

An interactive procedure for multiple objective integer linear programming problems

Subhash C. Narula, Vassil M. Vassilev, J. Karaivanova, 1993 .

A Partition-Based Interactive Algorithm for Solving Multicriteria Linear Integer Programming Problems

S. Narula, V. Vassilev, M. Vassileva, 2007 .

A Reference Neighbourhood Interactive Method for Solving a Class of Multiple Criteria Decision Analysis Problem

S. Narula, V. Vassilev, M. Vassileva, 2004 .

Fuzzy Multiple Criteria Group Decision Making in Project Selection

E. B. Krasteva, S. Narula, G. Sotirov, 1994 .

An algorithm for the minimum sum of weighted absolute errors regression

J. F. Wellington, S. Narula, 1977 .

Reference Direction Approach for Solving Multiple Objective Nonlinear Programming Problems

S. Narula, V. Vassilev, L. Kirilov, 1994, IEEE Trans. Syst. Man Cybern. Syst..

The probability distribution of the ratio of the absolute values of two normal variables

P. Korhonen, S. Narula, 1989 .

Interior Analysis for the Minimum Sum of Absolute Errors Regression

Subhash C. Narula, John F. Wellington, J. F. Wellington, 1985 .

An interactive algorithm for solving multiple objective integer linear programming problems

Subhash C. Narula, Vassil Vassilev, S. Narula, 1994 .

SPATIAL CHOICE IN CONSUMER BEHAVIOR: TOWARDS A CONTEXTUAL THEORY OF DEMAND

S. Narula, B. Lentnek, Mitchell Harwitz, 1981 .

A CONTEXTUAL ANALYSIS OF THE JOURNEY‐TO‐SHOP WITH PRICE UNCERTAINTY*

Subhash C. Narula, S. Narula, B. Lentnek, 1987 .

An Overview of the Minimum Sum of Absolute Errors Regression

J. F. Wellington, S. Narula, 2008 .

Comparison of computer programs for simple linear L 1 regression

J. Gentle, S. Narula, V. Sposito, 1991 .

A flexible method for nonlinear multicriteria decision-making problems

Heinz Roland Weistroffer, Subhash C. Narula, H. Weistroffer, 1989, IEEE Trans. Syst. Man Cybern..

Perturbation analysis for the minimum sum of absolute erros regression

C. Ha, S. Narula, 1989 .

Bootstrap confidence intervals for the minimum sum of absolute errors regression

S. Narula, G. Stangenhaus, Ferreira F. Pedro, 1993 .

An Empirical Comparison of Several Methods for Analysing Disproportionate Subclass Data in a Two-way Classification ANOVA

S. Narula, K. J. Levy, P. Abrami, 1976 .

An Empirical Comparison of the Methods of Least Squares and Unweighted Means for the Analysis of Disproportionate Cell Data

S. Narula, K. J. Levy, P. Abrami, 1975 .

Linear Regression Using Multiple-Criteria

J. F. Wellington, S. Narula, 1980 .

An Efficient Algorithm for the MSAE and the MMAE Regression Problems

J. F. Wellington, S. Narula, 1988 .

Regression Quantiles: An Example of Bicriteria Optimization

J. F. Wellington, S. Narula, 1985 .

Probability Density Plots of the Non-Central χ 2 and Non-Central F Distributions

S. Narula, K. J. Levy, 1975 .

Probability Density Plots of the Non-central t-Distribution

S. Narula, K. J. Levy, 1974 .

Multiobjective Covering and Routing Problems

Brian Boffey, Subhash C. Narula, S. Narula, 1997 .

An algorithm for the MSAE estimation of the multistage dose-response model

C. A. Peres, S. Narula, C. D. André, 1992 .

An iterative procedure for the estimation of parameters in a dose-response model

C. A. Peres, S. Narula, C. D. André, 1991 .

An Approximate Closed Form Solution for a Quadratic Dose–Response Model*

C. A. Peres, S. Narula, C. Peres, 1989 .

The Current State of Nonlinear Multiple Criteria Decision Making

Subhash Narula, Roland Weistroffer, S. Narula, 1991 .

Variable selection in multiple linear regression using the minimum sum of weighted absolute errors criterion

J. F. Wellington, S. Narula, 1981 .

An hierarchal location—allocation problem

Subhash C. Narula, Ugonnaya I Ogbu, Ugonnaya I. Ogbu, 1979 .

Linear 0-1 programming: A comparison of implicit enumeration algorithms

Subhash C. Narula, Joseph R. Kindorf, S. Narula, 1979, Comput. Oper. Res..

Selection of Variables in Linear Regression Using the Minimum Sum of Weighted Absolute Errors Criterion

Subhash C. Narula, John F. Wellington, J. F. Wellington, 1979 .

A monte carlo comparison of several methods for analyzing small sample binomial data in a disproportionate two– factor experiment without replication

S. Narula, K. J. Levy, 1977 .

A monte carlo comparison of several methods for analyzing small sample binomial data in a two-factor experiment without replication

S. Narula, K. J. Levy, 1977 .

Selection of variables in linear regression: a pragmatic approach

J. F. Wellington, S. Narula, 1983 .

An Algorithm to Find all Regression Quantiles Using Bicriteria Optimization

J. F. Wellington, S. Narula, 1990 .

Computation of Probability and Non‐Centrality Parameter of a Non‐Central Chi‐Squared Distribution

M. Desu, S. Narula, 1981 .

Models for multi-path covering-routing problems

Brian Boffey, Subhash C. Narula, S. Narula, 1998, Ann. Oper. Res..

Multiple criteria linear regression

Subhash C. Narula, John F. Wellington, J. F. Wellington, 2007, Eur. J. Oper. Res..

Multi-Project Scheduling: Analysis of Project Performance

Subhash C. Narula, Ibrahim S. Kurtulus, S. Narula, 1985 .

Technical Note - An Algorithm for the p-Median Problem

Subhash C. Narula, Ugonnaya I. Ogbu, Haakon M. Samuelsson, 1977, Oper. Res..

Multicriteria Optimization Problems in Statistics

Subhash C. Narula, John F. Wellington, J. F. Wellington, 1987 .

On Special Purpose Algorithms for the MSAE and the MMAE Regression

S. C. Narula, J. F. Wellington, J. F. Wellington, 1984 .

Minisum hierarchical location-allocation problems on a network: A survey

Subhash C. Narula, S. Narula, 1986 .

The state of multiple criteria decision support software

Heinz Roland Weistroffer, Subhash C. Narula, H. Weistroffer, 1997, Ann. Oper. Res..

Two-Level Hierarchical Programming Problem

Subhash C. Narula, Adiele D. Nwosu, S. Narula, 1983 .

Algorithms for Multi-Objective Nonlinear Programming Problems: An Overview

Subhash C. Narula, H. Roland Weistroffer, H. Weistroffer, 1989 .

Computer Programs: Orthogonal Polynomial Regression for Unequal Spacing and Frequencies

D. M. Olsson, S. Narula, 1978 .

Multiple Criteria Decision Support Software

Charles H. Smith, Subhash C. Narula, H. Roland Weistroffer, 2005 .

An empirical comparison of several methods for testing the equality of dependent proportions

S. Narula, K. J. Levy, 1976 .

Globalisation : India's experience for the African continent

S. Narula, 2003 .

A Reference Direction Algorithm for Solving Multiple Objective Integer Linear Programming Problems

Vassil Vassilev, Subhash C. Narula, S. Narula, 1993 .

An evolutionary approach to decision-making, with an application to media selection

Pekka Korhonen, Jyrki Wallenius, Subhash C. Narula, 1989 .

Valuating residential real estate using parametric programming

Subhash C. Narula, John F. Wellington, Stephen A. Lewis, 2012, Eur. J. Oper. Res..

A Two-Stage Procedure for Selecting the Best of k Exponential Distributions

M. Desu, S. Narula, Bernardo Villarreal, 1977 .

A generalized approach to modeling the hierarchical location-allocation problem

James M. Tien, Subhash C. Narula, Yair Eitan, 1991, IEEE Trans. Syst. Man Cybern..

Coefficients of determinations for variable selection in the msae regression

Subhash C. Narula, S. Narula, Carmen D.S. André, 2000 .

The Minimum Sum of Absolute Errors Regression

Subhash C. Narula, S. Narula, 1987 .

A multicriteria assignment problem

Subhash C. Narula, Antonino Scarelli, S. Narula, 2002 .

Sample Size Calculations in Exponential Life Testing

S. Narula, F. S. Li, 1975 .

Degree-constrained minimum spanning tree

Subhash C. Narula, Cesar A. Ho, S. Narula, 1980, Comput. Oper. Res..

Testing Hypotheses Concerning Partial Correlations: Some Methods and Discussion

Subhash C. Narula, S. Narula, K. J. Levy, 1978 .

An algorithm to find all regression quantiles

J. F. Wellington, S. Narula, 1986 .

Where shall we shop today? A theory of multiple-stop, multiple-purpose shopping trips

Subhash C. Narula, S. Narula, B. Lentnek, 1983 .

An algorithm for regression quantiles

J. F. Wellington, S. Narula, 1984 .

Influence measure for the L1 regression

Subhash C. Narula, S. Narula, Carmen D.S. André, 2000 .

Implementation of MCDM methodology in decision support systems

Heinz Roland Weistroffer, Subhash C. Narula, H. Weistroffer, 1989, Conference Proceedings., IEEE International Conference on Systems, Man and Cybernetics.

Inference procedures for the L 1 regression

S. Narula, G. Stangenhaus, 1991 .

Computation of probability and non-centrality parameter of a non-central f-distribution

Heinz Roland Weistroffer, Subhash C. Narula, H. Weistroffer, 1986 .

Markov chain theory and jury deliberation process

Subhash C. Narula, Vasant Katdare, S. Narula, 1975, Comput. Oper. Res..

Shortest confidence intervals for the ratio of two normal variances

S. C. Narula, S. Narula, K. J. Levy, 1974 .

An overview of the variables selection methods for the minimum sum of absolute errors regression

S. Narula, Rodrigo A. Tavares, Carmen D S André, 2003, Statistics in medicine.