Multi-objective enhanced interval optimization problem von Kumar, P., Bhurjee, A. K.

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Efficient solution of interval optimization problem von Bhurjee, A. K., Panda, G.

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Sufficient optimality conditions and duality theory for interval optimization problem von Bhurjee, A. K., Panda, G.

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Solving mean-VaR portfolio selection model with interval-typed random parameter using interval analysis von Kumar, P., Behera, Jyotirmayee, Bhurjee, A. K.

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Multi-objective non-linear solid transportation problem with fixed charge, budget constraints under uncertain environments von Haque, S., Bhurjee, A. K., Kumar, P.

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A facility location model for municipal solid waste management system under uncertain environment von Yadav, Vinay, Bhurjee, A.K., Karmakar, Subhankar, Dikshit, A.K.

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An efficient solution of nonlinear enhanced interval optimization problems and its application to portfolio optimization von Kumar, P., Bhurjee, A. K.

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Calculus for interval valued function on real space von Bhurjee, A. K., Kumar, Pankaj

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Interval-valued facility location model: An appraisal of municipal solid waste management system von Yadav, Vinay, Karmakar, Subhankar, Dikshit, A.K., Bhurjee, A.K.

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Efficient solutions for vector optimization problem on an extended interval vector space and its application to portfolio optimization von Sahu, B.R.B., Bhurjee, A.K., Kumar, P.

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Existence of the solutions of an interval linear complementarity problem and its application von Bhurjee, A. K., Kumar, Pankaj, Panigrahi, S., Panda, G.

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Multi-objective portfolio selection problem using admissible order vector space von Kumar, P., Rani B. S., Bishakha, Bhurjee, A. K.

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Mean-value at risk portfolio selection problem using clustering technique : A case study von Kumari, Sheshma Kiran, Kumar, P., Priya, J., Surya, S., Bhurjee, A. K.

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Fractional Programming Problem with Bounded Parameters von Bhurjee, A. K., Panda, G.

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