Institution
Indian Statistical Institute, Delhi Centre
About: Indian Statistical Institute, Delhi Centre is a based out in . It is known for research contribution in the topics: Matrix (mathematics) & Fock space. The organization has 93 authors who have published 161 publications receiving 2362 citations. The organization is also known as: ISI Delhi.
Topics: Matrix (mathematics), Fock space, Quantum probability, Quantum stochastic calculus, Gaussian
Papers published on a yearly basis
Papers
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TL;DR: In this article, the authors consider two sets of policy instruments (uniform policies for the firms and policies that discriminate between the firms based on their environmental quality) and find that while a uniform subsidy policy improves average environmental quality, a uniform tax policy worsens it.
250 citations
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01 Nov 2004TL;DR: In this article, a finite dimensional complex Hilbert space of dimension d is associated with a finite level quantum system for i = 1, 2,...,k and k = 2.
Abstract: LetH ibe a finite dimensional complex Hilbert space of dimensiond
i associated with a finite level quantum system Ai for i = 1, 2, ...,k. A subspaceS ⊂
$${\mathcal{H}} = {\mathcal{H}}_{A_1 A_2 ...A_k } = {\mathcal{H}}_1 \otimes {\mathcal{H}}_2 \otimes \cdots \otimes {\mathcal{H}}_k $$
is said to becompletely entangled if it has no non-zero product vector of the formu
1⊗u
2 ⊗ ... ⊗u
k with ui inH
i for each i. Using the methods of elementary linear algebra and the intersection theorem for projective varieties in basic algebraic geometry we prove that
$$\mathop {max}\limits_{S \in \varepsilon } dim S = d_1 d_2 ...d_k - (d_1 + \cdots + d_k ) + k - 1$$
where e is the collection of all completely entangled subspaces. When
$${\mathcal{H}} = {\mathcal{H}}_2 $$
andk = 2 an explicit orthonormal basis of a maximal completely entangled subspace of
$${\mathcal{H}}_1 \otimes {\mathcal{H}}_2 $$
is given. We also introduce a more delicate notion of aperfectly entangled subspace for a multipartite quantum system, construct an example using the theory of stabilizer quantum codes and pose a problem.
95 citations
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TL;DR: In this article, the stationary equilibria of a competitive infinite-horizon model that incorporates the nutritional requirements of physical labor were characterized and stability results for the stationary equilibrium were provided.
Abstract: We provide characterization and stability results for the stationary equilibria of a competitive infinite-horizon model that incorporates the nutritional requirements of physical labor. We find that for many aggregate land stocks, there is a large continuum of stationary equilibrium unemployment rates. Since unemployment can be seen to stem from inequality in the initial distribution of land ownership, we suggest that certain land reforms can reduce unemployment.
75 citations
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TL;DR: In this paper, the authors established a similar integral represen- tation of a quantum martingale with respect to the annihilation, creation, and gauge processes in the context of quantum stochastic calculus in Fock space.
74 citations
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TL;DR: In this paper, the authors used data from a representative household survey covering more than 124 thousand Indian households to examine the claim that a fuel tax would be progressive as would a carbon tax and found that the progressivity results hold good even when one considers indirect consumption of fuel through its use as an intermediate input.
66 citations
Authors
Showing all 93 results
Name | H-index | Papers | Citations |
---|---|---|---|
Debraj Ray | 55 | 210 | 13663 |
Dilip Mookherjee | 53 | 220 | 12409 |
Bhaskar Dutta | 39 | 131 | 5036 |
Rajendra Bhatia | 36 | 154 | 9275 |
Ravindra B. Bapat | 28 | 181 | 3622 |
Dean Spears | 26 | 105 | 2497 |
K. R. Parthasarathy | 26 | 72 | 7363 |
Sujit Kumar Mitra | 25 | 63 | 2161 |
Bharat Ramaswami | 22 | 71 | 1744 |
Arunava Sen | 22 | 88 | 1915 |
Roger Plymen | 20 | 126 | 1186 |
Joseph Horowitz | 20 | 62 | 2055 |
Debashish Goswami | 18 | 112 | 1239 |
Shubhashis Gangopadhyay | 17 | 54 | 1574 |
Kalyan B. Sinha | 16 | 69 | 679 |