• 23/01/96 (12 April 2017)
  • Dr. Javad Taghizadeh (IPM)
  • From theoretical black holes to cosmological black holes
  • Abstract:

    In this lecture, first we review the theoretical aspects of classical black holes from mass and their horizon definition to their gravitational lensing and Hawking radiation, and then extend our discussion to a real black hole which is located in the expanding FLRW background. Different phases of these black holes like their growth and isolation will be discussed.

  • 30/01/96 (19 April 2017)
  • Dr. MohammadAli Gorji (IPM)
  • Minimum Length Scale and Quantum Gravity Phenomenology
  • Abstract:

    Existence of minimum length scale, below which no other length can be observed, is the common feature of quantum gravity candidates such as loop quantum gravity and string theories. In this talk, after brief review of the history of minimum length scale, we introduce some phenomenological approaches to the issue including Generalized Uncertainty Principle, Noncommutative Spacetime, Doubly Special Relativity theories, and recently proposed Gravity's Rainbow formalism. We also discuss how taking a minimum length scale into account can solve the Big Bang singularity problem in the standard model of cosmology.

  • 6/02/96 (26 April 2017)
  • Dr. Hesam Arabi (INO)
  • Integral Field Unit in Astronomy
  • Abstract:

    Integral field Unit (IFU) is an optical instrument enabling us to obtain a 3D view of the galaxy in one shot. The IFU data contain both spectrographic and imaging information of every single pixel of the field. Astronomers use IFU information to measure the motion of gases ripped out of galaxies, the distance of the galaxies and etc.. In this talk the IFU instrument and its different configurations are introduced. I further demonstrate experimental results derived from existing IFUs data. Finally our progress in Technology Development Division toward fabricating an IFU for INO340 telescope is reported.

  • 13/02/96 (3 May 2017)
  • Sadra Jazayeri (IPM)
  • On Adiabatic Modes and violation of consistency relations in Cosmology
  • Abstract:

    There is a celebrated theorem by Steven Weinberg, stating that the perturbations in the curvature of the universe on large scales is almost constant. The conservation of the curvature must be seen as a cornerstone of Cosmology since otherwise, one can not relate the early universe initial condition on the statistics of cosmological perturbations to the late-time observations of CMB and LSS. Weinberg uses coordinate transformation invariance of General Relativity to prove this conservation. Consistency relations in Cosmology, on the other hand, are unique tools to discriminate between single field and multiple field models of inflation. CRs basically relates an n-point correlations function of curvature perturbations to its (n-1) point correlation function. Observational violation of CRs is a smoking gun for multiple field models enabling them to rule out all single field models. To prove these consistency relations, the same idea of coordinate invariance of GR must be exploited. The similar nature of these two problems, namely conservation of the curvature perturbations and consistency relations let us study the possibility of their violation in a single set up. In this talk, after reviewing the Weinberg theorem and CRs in Cosmology, I would explain some few known examples in the literature violating both of them. Then I would try to find the reason how is it possible for these models to bypass Weinberg's theorem and CRs. At the end, I would explain the impact of a background curvature on the evolution of curvature perturbations as well as CRs.

  • 27/02/96 (17 May 2017)
  • Dr. Sadegh Movahed (SBU)

  • 10/03/96 (31 May 2017)
  • Dr. Mahmood Roshan (UM)


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