Clara Rojas

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All published works
Action Title Year Authors
+ PDF Chat The DKP Equation in Presence of a Cusp Potential: Transmission Resonances and Bound States 2024 Vicente A. Arévalo
SebastiĂĄn Valladares
Clara Rojas
+ PDF Chat Time evolution of Von Neumann entropy for a Kerr-Taub-NUT black hole 2024 Vicente A. Arévalo
David Andrade
Clara Rojas
+ PDF Chat The DKP Equation in Presence of a Cusp Potential: Transmission Resonances and Bound States 2024 Vicente A. Arévalo
SebastiĂĄn Valladares
Clara Rojas
+ PDF Chat Some inflationary models under the light of Planck 2018 results 2024 Daniel Pozo
Jordan Zambrano
Ismael Villegas
Rafael HernĂĄndez–JimĂ©nez
Clara Rojas
+ PDF Chat The superradiance phenomenon in spin-one particles 2023 SebastiĂĄn Valladares
Clara Rojas
+ The superradiance phenomenon in spin-one particles 2023 Sebastian Valladares
Clara Rojas
+ Some inflationary models under the light of Planck 2018 results 2023 Daniel Pozo
Jordan Zambrano
Ismael Villegas
Rafael HernĂĄndez–JimĂ©nez
Clara Rojas
+ PDF Chat Study of the Klein–Gordon equation for a hydrogenic model of dyons 2022 Edison Fernando García Veloz
Clara Rojas
+ PDF Chat Study of scalar and tensor power spectra in the generalized Starobinsky inflationary model using semiclassical methods 2022 Clara Rojas
+ Inflation from a chaotic potential with a step 2022 Clara Rojas
Rafael HernĂĄndez–JimĂ©nez
+ Study of the Klein--Gordon equation for a hydrogenic model of dyons 2022 Edison Fernando GarcĂ­a Veloz
Clara Rojas
+ PDF Chat Numerical analysis of the generalized Starobinsky inflationary model 2021 Stefano Meza
David Altamirano
Muhammad Zahid Mughal
Clara Rojas
+ PDF Chat Semiclassical analysis of the tensor power spectrum in the Starobinsky inflationary model 2021 Truman Tapia
Clara Rojas
+ PDF Chat Bound states of a Klein–Gordon particle in the presence of a smooth potential well 2020 E. Pereira Lopez
Clara Rojas
+ PDF Chat Semiclassical analysis of the Starobinsky inflationary model 2020 Truman Tapia
Muhammad Zahid Mughal
Clara Rojas
+ PDF Chat Scattering of a Klein–Gordon particle by a smooth barrier 2020 E. Pereira Lopez
Clara Rojas
+ PDF Chat Study of superradiance in the Lambert-W potential barrier 2019 Luis Puente
Carlos Cocha
Clara Rojas
+ PDF Chat Scattering solutions of the Klein–Gordon equation for a step potential with hyperbolic tangent potential 2014 Clara Rojas
+ PDF Chat Scattering of a scalar relativistic particle by the hyperbolic tangent potential 2014 Clara Rojas
+ Influence of the time-dependent surfactant adsorption on the lifetime of a drop pressed by buoyancy against a planar interface 2013 Clara Rojas
MĂĄximo GarcĂ­a-Sucre
GermĂĄn Urbina-Villalba
+ PDF Chat Nanoemulsion stability: Experimental evaluation of the flocculation rate from turbidity measurements 2012 Kareem Rahn-Chique
Antonio M. Puertas
Manuel S. Romero-Cano
Clara Rojas
GermĂĄn Urbina-Villalba
+ PDF Chat Computation of the power spectrum in chaotic Œλϕ<sup>4</sup>inflation 2012 Clara Rojas
Vı́ctor M. Villalba
+ PDF Chat Lifetime of oil drops pressed by buoyancy against a planar interface: Large drops 2010 Clara Rojas
MĂĄximo GarcĂ­a-Sucre
GermĂĄn Urbina-Villalba
+ PDF Chat Lifetime of micrometer-sized drops of oil pressed by buoyancy against a planar interface 2010 Clara Rojas
GermĂĄn Urbina-Villalba
MĂĄximo GarcĂ­a-Sucre
+ Computation of inflationary cosmological perturbations in chaotic inflationary scenarios using the phase-integral method 2009 Clara Rojas
Vı́ctor M. Villalba
+ PDF Chat Computation of inflationary cosmological perturbations in the power-law inflationary model using the phase-integral method 2007 Clara Rojas
Vı́ctor M. Villalba
+ PDF Chat Scattering of a relativistic scalar particle by a cusp potential 2006 Vı́ctor M. Villalba
Clara Rojas
+ PDF Chat BOUND STATES OF THE KLEIN–GORDON EQUATION IN THE PRESENCE OF SHORT RANGE POTENTIALS 2006 Vı́ctor M. Villalba
Clara Rojas
+ Scattering of a relativistic scalar particle by a cusp potential 2006 Vı́ctor M. Villalba
Clara Rojas
+ PDF Chat Scattering of a Klein-Gordon particle by a Woods-Saxon potential 2005 Clara Rojas
Vı́ctor M. Villalba
+ Una experiencia didĂĄctica: tarjetas fractales 2005 Claudia Patricia Orjuela
Clara Rojas
Common Coauthors
Commonly Cited References
Action Title Year Authors # of times referenced
+ Handbook of Mathematical Functions 1966 Donald A. McQuarrie
12
+ PDF Chat Inflationary perturbations and precision cosmology 2005 Salman Habib
Andreas Heinen
Katrin Heitmann
Gerard Jungman
8
+ PDF Chat Improved WKB analysis of cosmological perturbations 2005 Roberto Casadio
F. Finelli⋆
Mattia Luzzi
G. Venturi
6
+ PDF Chat BOUND STATES OF THE KLEIN–GORDON EQUATION IN THE PRESENCE OF SHORT RANGE POTENTIALS 2006 Vı́ctor M. Villalba
Clara Rojas
6
+ The Inflationary Perturbation Spectrum 2002 Salman Habib
Katrin Heitmann
Gerard Jungman
Carmen Molina-Parı́s
6
+ PDF Chat Scattering of a Klein-Gordon particle by a Woods-Saxon potential 2005 Clara Rojas
Vı́ctor M. Villalba
6
+ PDF Chat The method of comparison equations for cosmological perturbations 2006 Roberto Casadio
F. Finelli⋆
Alexander Yu. Kamenshchik
Mattia Luzzi
G. Venturi
5
+ PDF Chat The density perturbation power spectrum to second-order corrections in the slow-roll expansion 2001 Ewan D. Stewart
Jin-Ook Gong
5
+ PDF Chat Computation of inflationary cosmological perturbations in the power-law inflationary model using the phase-integral method 2007 Clara Rojas
Vı́ctor M. Villalba
5
+ Computation of inflationary cosmological perturbations in chaotic inflationary scenarios using the phase-integral method 2009 Clara Rojas
Vı́ctor M. Villalba
5
+ PDF Chat Scattering of a relativistic scalar particle by a cusp potential 2006 Vı́ctor M. Villalba
Clara Rojas
5
+ EncyclopĂŠdia Inflationaris 2014 JĂ©rĂŽme Martin
Christophe Ringeval
Vincent Vennin
5
+ PDF Chat History and physics of the Klein paradox 1999 A. Calogeracos
Norman Dombey
4
+ PDF Chat Testing predictions of the quantum landscape multiverse 1: the Starobinsky inflationary potential 2017 Eleonora Di Valentino
Laura Mersini–Houghton
4
+ PDF Chat The Woods–Saxon potential in the Dirac equation 2002 Piers Kennedy
4
+ PDF Chat Transmission resonances and supercritical states in a one-dimensional cusp potential 2003 Vı́ctor M. Villalba
Walter Greiner
4
+ WKB approximation for inflationary cosmological perturbations 2003 JĂ©rĂŽme Martin
Dominik J. Schwarz
4
+ PDF Chat Unification of inflation and dark matter in the Higgs–Starobinsky model 2019 Daris Samart
Phongpichit Channuie
3
+ PDF Chat Semiclassical analysis of the Starobinsky inflationary model 2020 Truman Tapia
Muhammad Zahid Mughal
Clara Rojas
3
+ PDF Chat Analytic solution of the Starobinsky model for inflation 2017 Andronikos Paliathanasis
3
+ PDF Chat Initial conditions for inflation in an FRW universe 2018 Swagat S. Mishra
Varun Sahni
A. V. Toporensky
3
+ PDF Chat Higher order slow-roll predictions for inflation 2005 Roberto Casadio
F. Finelli⋆
Mattia Luzzi
Giovanni Venturi
3
+ PDF Chat Virtual beams and the Klein paradox for the Klein-Gordon equation 2018 Alberto Molgado
Olivier MoralĂšs
José A. Vallejo
3
+ A direct method for modifying certain phase-integral approximations of arbitrary order 1974 Nanny Fröman
Per Olof Fröman
3
+ PDF Chat Cosmic Inflation: Trick or Treat? 2020 JĂ©rĂŽme Martin
3
+ Connection formulas for certain higher order phase-integral approximations 1970 Nanny Fröman
3
+ PDF Chat Planck 2018 results. X. Constraints on inflation 2018 Y. Akrami
Frederico Arroja
M. Ashdown
J. Aumont
C. Baccigalupi
M. Ballardini
A.J. Banday
R. B. Barreiro
N. Bartolo
S. Basak
3
+ Physical Problems Solved by the Phase-Integral Method 2002 Nanny Fröman
Per Olof Fröman
3
+ PDF Chat Characterizing inflationary perturbations: The uniform approximation 2004 Salman Habib
Andreas Heinen
Katrin Heitmann
Gerard Jungman
Carmen Molina-Parı́s
3
+ The superpotential method in cosmological inflation 2019 C. Adam
D. Varela
3
+ PDF Chat Improved WKB analysis of slow-roll inflation 2005 Roberto Casadio
F. Finelli⋆
Mattia Luzzi
G. Venturi
3
+ PDF Chat What is the amplitude of the gravitational waves background expected in the Starobinsky model? 2019 Fabrizio Renzi
Mehdi Shokri
A. Melchiorri
3
+ PDF Chat Exact solution of inverse-square-root potential <mml:math xmlns:mml="http://www.w3.org/1998/Math/MathML" altimg="si16.gif" display="inline" overflow="scroll"><mml:mi>V</mml:mi><mml:mrow><mml:mo>(</mml:mo><mml:mi>r</mml:mi><mml:mo>)</mml:mo></mml:mrow><mml:mo>=</mml:mo><mml:mo>−</mml:mo><mml:mfrac><mml:mrow><mml:mi>α</mml:mi></mml:mrow><mml:mrow><mml:msqrt><mml:mrow><mml:mi>r</mml:mi></mml:mrow></mml:msqrt></mml:mrow></mml:mfrac></mml:math> 2016 Wen-Du Li
Wu-Sheng Dai
3
+ PDF Chat Inflationary cosmology after Planck 2015 Andrei Linde
3
+ PDF Chat A more accurate analytic calculation of the spectrum of cosmological perturbations produced during inflation 1993 Ewan D. Stewart
David H. Lyth
3
+ PDF Chat Slow-roll inflation with exponential potential in scalar-tensor models 2019 L. N. Granda
D. F. Jimenez
3
+ PDF Chat Scattering solutions of the Klein–Gordon equation for a step potential with hyperbolic tangent potential 2014 Clara Rojas
3
+ Beyond the Starobinsky model for inflation 2020 Dhong Yeon Cheong
Hyun Min Lee
Seong Chan Park
2
+ PDF Chat Study of superradiance in the Lambert-W potential barrier 2019 Luis Puente
Carlos Cocha
Clara Rojas
2
+ PDF Chat Assessing the scientific status of inflation after <i>Planck</i> 2019 Debika Chowdhury
JĂ©rĂŽme Martin
Christophe Ringeval
Vincent Vennin
2
+ PDF Chat Remarks on the Starobinsky model of inflation and its descendants 2014 Alex Kehagias
Azadeh Moradinezhad Dizgah
Antonio Riotto
2
+ PDF Chat Planck 2015 results. XX. Constraints on inflation 2015 P. A. R. Ade
N. Aghanim
M. Arnaud
Frederico Arroja
M. Ashdown
J. Aumont
C. Baccigalupi
M. Ballardini
A. J. Banday
R. B. Barreiro
2
+ PDF Chat Computation of the power spectrum in chaotic Œλϕ<sup>4</sup>inflation 2012 Clara Rojas
Vı́ctor M. Villalba
2
+ PDF Chat Proper treatment of scalar and vector exponential potentials in the Klein-Gordon equation: Scattering and bound states 2019 Elvis J. Aquino Curi
Luis B. Castro
Antonio S. de Castro
2
+ PDF Chat Supercriticality and Transmission Resonances in the Dirac Equation 2000 Norman Dombey
Piers Kennedy
A. Calogeracos
2
+ PDF Chat Scattering states of Dirac particle equation with position-dependent mass under the cusp potential 2016 M. Chabab
A. El Batoul
H. Hassanabadi
M. Oulne
Soroush Zare
2
+ The method of comparison equations in the solution of linear second-order differential equations (generalized W.K.B. method) 1956 R. Dingle
2
+ PDF Chat Multiple inflation and the WMAP “glitches” 2004 Paul M. Hunt
S. Sarkar
2
+ PDF Chat Scattering and bound state solutions of the asymmetric HulthĂ©n potential 2011 Altuğ Arda
Oktay Aydoğdu
R. Sever
2
+ Power law Starobinsky model of inflation from no-scale SUGRA 2015 Girish Kumar Chakravarty
Subhendra Mohanty
2