* 1938 – Jayant Narlikar, Indian astrophysicist

A handful of remaining steady state theorists ( most famously Jayant V. Narlikar ) continue to insist that the intergalactic medium contains cosmic iron whiskers.

* Hoyle, Fred, and Geoffrey Burbidge, and Jayant V. Narlikar, " A Different Approach to Cosmology: From a Static Universe through the Big Bang towards Reality ".

* Narlikar, Jayant Vishnu, " Introduction to Cosmology ".

* Jayant Narlikar, cosmologist and author

A few well known Marathi science fiction authors are Dr. Jayant Narlikar, Dr Bal Phondke, Subodh Javadekar, and Laxman Londhe.

Therefore the names of only some 20th-century Senior Wranglers ( such as Crispin Nash-Williams, Christopher Budd, Frank P. Ramsey, Donald Coxeter, Kevin Buzzard, Jayant Narlikar, Jacob Bronowski and Ben J.

Several notable astronomers and astrophysicists have been awarded the Tyson Medal in the history of Part III maths, including Jayant Narlikar, Ray Lyttleton and Edmund Whittaker.

The university's alumni have included Harivansh Rai Bachchan, Bhupen Hazarika, Ashok Agarwal, Jayant Vishnu Narlikar, Basanti Dulal Nagchaudhuri, Ahmad Hasan Dani, Kota Harinarayana, Manick Sorcar and many others.

Working on this idea, astrophysicist Prof. Jayant Narlikar, along with Ajit Kembhavi and Naresh Dadhich set up IUCAA within the Pune University campus.

IUCAA was headed for its first decade by Jayant Narlikar, then by Prof. Naresh Dadhich, and from September 2009, by Prof. Ajit Kembhavi.

The SciPop initiative was set up by Prof. Jayant Narlikar along with N. C. Rana and Arvind Paranjpe.

* Jayant Narlikar, founding director

* Jayant Narlikar, astronomer

This process of transformation has been heralded as one of the ten most significant achievements of Indian Science and Technology in the twentieth century, by eminent astrophysicist Prof. Jayant Narlikar, in his 2003 book, Scientific Edge: The Indian Scientist from Vedic to Modern Times.

Jayant Vishnu Narlikar ( born July 19, 1938 ) ( Marathi: जय ं त व ि ष ् ण ू न ा रळ ी कर ) is an Indian cosmologist and physicist.

* An interview with Jayant Narlikar on virus from outer space ( 2003 )

* An interview with Jayant Narlikar on the origin of Universe ( 2004, in Spanish )

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* 19 July-Jayant Narlikar, astrophysicist.

Narlikar is a proponent of steady state cosmology.

Some of the notable students of Kalakshetra are Radha Burnier, A Janardhanan, Sarada Hoffman, Kamaladevi Chattopadhyay, Sanjukta Panigrahi, C. V. Chandrasekhar, Dhananjayans, Adyar K. Lakshman, Krishnaveni Lakshaman, Jayashree Narayanan, Ambika Buch, Yamini Krishnamoorthy, Leela Samson, Kamala Rajgopal ( née Anatharam ), Jaya Thyagarajan, Dr Ananda Shankar Jayant.

Member of legislative council of Maharashtra, Mr. Jayant Prabhakar Patil, is the chairperson and Prof. S. V. Jadhav is a general secretary of the party.

* Jayant V. Narlikar's Summarized Biography

* Jayant Kripalani: Actor and Scriptwriter.

N. S. Jayant and A. E. Rosenberg.

* Jayant Patel, the alleged " Doctor Death " of the Bundaberg Base Hospital.

This mode of operation was first experimentally discovered by B. Jayant Baliga in vertical device structures with a V-groove gate region and reported in the literature in 1979.

In the latter part of 2005, Beattie faced potentially his most serious political crisis: the revelations and inquiries into Queensland Health and the Bundaberg public hospital after Jayant Patel, an Indian-born surgeon who was struck off the register in the United States for malpractice, performed several botched operations in the hospital, some of which resulted in death, and then fled the country to the US.

His grandson Jayant Chaudhary is recently elected to 15th Lok Sabha from Mathura.

* Jayant Patil, Minister for Rural Development, Maharashtra.

** Science: B. Jayant Baliga

He has 2 sons, Jayant and Sumant.

Jayant is an IIT Delhi and Harvard Business School graduate.

The park is located in an attractive locality surrounded by greenery. In Islampur newly software hub is going to be constructed by Jayant Patil the Home Minister of Maharashtra.

He wore tennis shorts and a white sweater with a red V at the neck, the sleeves pushed above the elbows.

Blood dripped down the front of his sweater, soaking into a dark streak of dirt that ran diagonally across the white wool on his shoulder, as though the bright V woven into the neckline had melted, running a darker color.

The battle of the drib-drool continues, but most of New York's knowing sophisticates of Abstract Expressionism are stamping their feet impatiently in expectation of V ( for Vindication ) Day, September first, when Augustus Quasimodo's first one-man show opens at the Guggenheim.

At 100 Amp the 360 cycle ripple was less than 0.5 V ( peak to peak ) with a resistive load.

We are trying to study a linear operator T on the finite-dimensional space V, by decomposing T into a direct sum of operators which are in some sense elementary.

Second, even if the characteristic polynomial factors completely over F into a product of polynomials of degree 1, there may not be enough characteristic vectors for T to span the space V.

On the other hand, the null space of Af and the null space of Af together span V, the former being the subspace spanned by Af and the latter the subspace spanned by Af and Af.

If ( remember this is an assumption ) the minimal polynomial for T decomposes Af where Af are distinct elements of F, then we shall show that the space V is the direct sum of the null spaces of Af.

Let T be a linear operator on the finite-dimensional vector space V over the field F.

Thus the Af are projections which correspond to some direct-sum decomposition of the space V.

Let N be a linear operator on the vector space V.

Let T be a linear operator on the finite-dimensional vector space V over the field F.

Then there is a diagonalizable operator D on V and a nilpotent operator N in V such that ( A ) Af, ( b ) Af.

Let V be a finite-dimensional vector space over an algebraically closed field F, e.g., the field of complex numbers.

Then every linear operator T in V can be written as the sum of a diagonalizable operator D and a nilpotent operator N which commute.

In the primary decomposition theorem, it is not necessary that the vector space V be finite dimensional, nor is it necessary for parts ( A ) and ( B ) that P be the minimal polynomial for T.

Let N be a positive integer and let V be the space of all N times continuously differentiable functions F on the real line which satisfy the differential equation Af where Af are some fixed constants.

If Af denotes the space of N times continuously differentiable functions, then the space V of solutions of this differential equation is a subspace of Af.

If D denotes the differentiation operator and P is the polynomial Af then V is the null space of the operator p (, ), because Af simply says Af.

Let us now regard D as a linear operator on the subspace V.

If we are discussing differentiable complex-valued functions, then Af and V are complex vector spaces, and Af may be any complex numbers.

In the C-plane we construct a set of rectangular Cartesian coordinates u, V with the origin at Q and such that both C and Af have finite slope at Q.

The photocathode sensitivities S, phosphor efficiencies P, and anode potentials V of the individual stages shall be distinguished by means of subscripts 1, and 2, in the text, where required.

The luminous gain of a single stage with Af ( flux gain ) is, to a first approximation, given by the product of the photocathode sensitivity S ( amp / lumen ), the anode potential V ( volts ), and the phosphor conversion efficiency P ( lumen/watt ).