Podcasts about kardar

Hey family and friends - Armani and I got together to talk about how society can affect men's emotional intelligence from our upbringing, perspective, and resources we would recommend to people, and men who are looking for support in growing their emotional intelligence or resonating in experiences that Armani and I could have noticed during different seasons of our life. Thank you for tuning in to another episode of Free Game - love you!

As England play their first Test series in Pakistan for nearly twenty years one of the country's leading cricket historians, Najum Latif, describes their reception and celebrates the timely republication of a classic work on the start of England's cricket relationship with the country. He is an expert tour guide to a vanished world as the guest of Peter Oborne and Richard Heller in their latest cricket-themed podcast.Read the full description here: England versus Pakistan – the first seventy years with historian Najum LatifGet in touch with us by emailing obornehellercricket@outlook.com, we would love to hear from you!

Dans cet épisode, nous recevons Gérald Duchaussoy, responsable entre autres de la section patrimoniale du festival de Cannes (Cannes Classics) et du marché du film classique du festival Lumière. Il est également le co-auteur d’un livre sur le cinéaste italien Mario Bava (Mario Bava, le magicien des couleurs, Gérald Duchaussoy - Romain Vandestichele).Avec lui, nous avons naturellement discuté de festivals et de cinéma de patrimoine - dont une perle rare et envoutante : le film pakistanais « Quand naîtra le jour » (1959). Nous nous sommes arrêtés sur quelques obsessions cinéphiles de Gérald (la cigarette au cinéma, le territoire américain, les cinémas de genre…). Il a convoqué avec un enthousiasme égal des acteurs musclés désormais d’un autre temps (Sylvester Stallone, Arnold Schwarzenegger), l’Amérique des western spaghetti (Mon nom est personne), celle des grands espaces iconique de Superman et celle des road movies du nouvel Hollywood (Easy Rider). Mais aussi - et surtout - du souvenir de ses premières VHS à son métier convoquant tous les cinémas du passé, nous avons parlé de sa mémoire de spectateur et de son fonctionnement. I. PORTRAIT - 6’27 Une cigarette : celle de Brad Pitt dans Fight Club (David Fincher) / Un cigare : celui de Scwarzenegger dans Predator (J Mc Tiernan) Une couleur : la couleur des blés et du ciel dans Superman (Richard Donner, 1978) II. CIRCONSTANCES - 22’ Une découverte enfantine en VHS : Mon nom est personne (T. Valerii, 1973) - 22’ Un film en plein air : Easy Rider (D. Hopper, 1969) sur la plage à Cannes - 27’14 III. MEMOIRE & SOMMEIL - 31’26 Des films à voir en pleine nuit : The lords of Salem (Rob Zombie, 2012), Maniac (William Lustig, 1980) Le fonctionnement de la mémoire cinéphile de Gérald - 34’24 CARTE BLANCHE - 37’11Le samouraï (JP Melville, 1967) IV. CINEMA & TRANSMISSION - 46’57 L’un des film que Gérald a préféré montrer en festival : Quand naîtra le jour (A.J. Kardar, 1959) Un film (encore) difficile à montrer aujourd’hui : L’empire des sens (N Oshima, 1976) en version restaurée à Cannes REFUGE ? - 55’35Pourquoi Gérald n’a pas de « film refuge ».Et malgré tout : Rocky (G. Avildsen, 1976)

Dans cet épisode, nous recevons Gérald Duchaussoy, responsable entre autres de la section patrimoniale du festival de Cannes (Cannes Classics) et du marché du film classique du festival Lumière. Il est également le co-auteur d'un livre sur le cinéaste italien Mario Bava (Mario Bava, le magicien des couleurs, Gérald Duchaussoy - Romain Vandestichele).Avec lui, nous avons naturellement discuté de festivals et de cinéma de patrimoine - dont une perle rare et envoutante : le film pakistanais « Quand naîtra le jour » (1959). Nous nous sommes arrêtés sur quelques obsessions cinéphiles de Gérald (la cigarette au cinéma, le territoire américain, les cinémas de genre…). Il a convoqué avec un enthousiasme égal des acteurs musclés désormais d'un autre temps (Sylvester Stallone, Arnold Schwarzenegger), l'Amérique des western spaghetti (Mon nom est personne), celle des grands espaces iconique de Superman et celle des road movies du nouvel Hollywood (Easy Rider). Mais aussi - et surtout - du souvenir de ses premières VHS à son métier convoquant tous les cinémas du passé, nous avons parlé de sa mémoire de spectateur et de son fonctionnement. I. PORTRAIT - 6'27 Une cigarette : celle de Brad Pitt dans Fight Club (David Fincher) / Un cigare : celui de Scwarzenegger dans Predator (J Mc Tiernan) Une couleur : la couleur des blés et du ciel dans Superman (Richard Donner, 1978) II. CIRCONSTANCES - 22' Une découverte enfantine en VHS : Mon nom est personne (T. Valerii, 1973) - 22' Un film en plein air : Easy Rider (D. Hopper, 1969) sur la plage à Cannes - 27'14 III. MEMOIRE & SOMMEIL - 31'26 Des films à voir en pleine nuit : The lords of Salem (Rob Zombie, 2012), Maniac (William Lustig, 1980) Le fonctionnement de la mémoire cinéphile de Gérald - 34'24 CARTE BLANCHE - 37'11Le samouraï (JP Melville, 1967) IV. CINEMA & TRANSMISSION - 46'57 L'un des film que Gérald a préféré montrer en festival : Quand naîtra le jour (A.J. Kardar, 1959) Un film (encore) difficile à montrer aujourd'hui : L'empire des sens (N Oshima, 1976) en version restaurée à Cannes REFUGE ? - 55'35Pourquoi Gérald n'a pas de « film refuge ».Et malgré tout : Rocky (G. Avildsen, 1976)

Annie Chave is a cricketer and editor of County Cricket Matters, journal of the members organization of the same name which supports the county structure of English cricket. She is also part of the team at Guerrilla Cricket, which provides eclectic and independent commentary and analysis of major matches. She is the latest guest of Peter Oborne and Richard Heller in their regular cricket-themed podcast. County Cricket Matters can be obtained through www.countycricketmatters.comRead the full description here: https://chiswickcalendar.co.uk/episode-50-the-park-cricketer-who-married-the-queen/

Dans la vie, il n'y a pas que les monstres géants, les vampires et les Category III. Enfin si, mais pas que. Il y a aussi les classiques ! À l'occasion de l'ouverture imminente du Festival de Cannes, nous recevons Gérald Duchaussoy, responsable de Cannes Classics, section qui oeuvre pour la préservation du cinéma de patrimoine sans ignorer le genre, comme en témoigne cette année la projection de la restauration 4K de Shining, présentée en séance de minuit par Alfonso Cuarón. Mais Gérald est aussi un mordu de fantastique (il a d'ailleurs prêté main forte au PIFFF lors de ses premières éditions), et il explore avec nous les mécanismes du circuit de la restauration cinématographique tout en revenant sur ses coups de coeur genre. Avec Gérald Duchaussoy, Véronique Davidson, Xavier Colon, Laurent Duroche, Cyril Despontin et Aurélien Zimmermann. 
Réalisation : Xavier Colon 
Musique du générique : Donuts' slap par Laurent Duroche "Mario Bava, Le Magicien des couleurs", écrit par Gérald Duchaussoy et Romain Vandestichele, sortira aux éditions Lobster le 14 juin 2019. ► Flux RSS pour Android : bit.ly/2FrUwHo 
► En écoute aussi sur Itunes : apple.co/2Enma9n 
► Sur Deezer : www.deezer.com/fr/show/56007 
► Sur Spotify : open.spotify.com/show/40t9IIhJ9IbKQUAvO9Vt0T ► Mais aussi sur YouTube : https://youtu.be/Eldp0oPeXps Références des films cités : 
• Speed Racer de Lana Wachowski, Lilly Wachowski (2008) 
• We are the flesh de Emiliano Rocha Minter (2016) • Hérédité de Ari Aster (2018) 
• Sans un bruit de John Krasinski (2018) 
• Guy de Alex Lutz (2018) 
• Captive State de Rupert Wyatt (2019)
 • Colossal de Nacho Vigalondo (2016) 
• Ikarie XB1 de Jindřich Polák (1963) 
• Jago hua savera de A.J. Kardar (1959)
 • Santi-Vina de Thavi Na Bangchang (1954)
 • Police Fédérale Los Angeles de William Friedkin (1985)
 • Guerre et Paix de Serge Bondartchouk (1966) • Only God Forgives de Nicholas Winding Refn (2013) • Superman de Richard Donner (1978) • The Raid 2: Berandal de Gareth Evans (2014) Bande Originale :
 • Casanova de Federico Fellini, composé par Nino Rota (1976)

In this lecture, Prof. Kardar introduces the Scaling Hypothesis, including the Homogeneity Assumption, Divergence of the Correlation Length, Critical Correlation Functions and Self-similarity.

In this lecture, Prof. Kardar continues his discussion of The Scaling Hypothesis, including the Renormalization Group (Conceptual), and the Renormalization Group (Formal).

In this lecture, Prof. Kardar continues his discussion of the principles of collective behavior from particles to fields, and introduces the Landau-Ginzburg Approach.

In this lecture, Prof. Kardar continues his discussion of The Landau-Ginzburg Approach, including Spontaneous Symmetry Breaking and Goldstone Modes.

In this lecture, Prof. Kardar continues his discussion of The Landau-Ginzburg Approach, including Scattering and Fluctuations, Correlation Functions and Susceptibilities, Comparison to Experiments.

In this lecture, Prof. Kardar continues his discussion of The Landau-Ginzburg Approach, including Gaussian Integrals, Fluctuation Corrections to the Saddle Point, The Ginzburg Criterion.

In this lecture, Prof. Kardar continues his discussion on Continuous Spins at Low Temperatures, including Generic Scale Invariance in Equilibrium Systems, Non-equilibrium Dynamics of Open Systems, and Dynamics of a Growing Surface.

In this lecture, Prof. Kardar continues his discussion on Continuous Spins at Low Temperatures, including Equilibrium Dynamics of a Field and Dynamics of a Conserved Field.

In this lecture, Prof. Kardar introduces Dissipative Dynamics, including Brownian Motion of a Particle.

In this lecture, Prof. Kardar continues his discussion on Continuous Spins at Low Temperatures, including Two Dimensional Solids and Two Dimensional Melting.

In this lecture, Prof. Kardar continues his discussion on Continuous Spins at Low Temperatures, including Renormalization Group for the Coulomb Gas.

In this lecture, Prof. Kardar continues his discussion on Continuous Spins at Low Temperatures, including Topological Defects in the XY Model.

In this lecture, Prof. Kardar introduces Continuous Spins at Low Temperatures, including the Non-linear σ-model.

In this lecture, Prof. Kardar continues his discussion on Series Expansions, including Critical Behavior of the Two Dimensional Ising Model.

In this lecture, Prof. Kardar continues his discussion on Series Expansions, including Exact Free Energy of the Square Lattice Ising Model.

In this lecture, Prof. Kardar introduces the principles of collective behavior from particles to fields, including Phonons and Elasticity.

In this lecture, Prof. Kardar continues his discussion on Series Expansions, including Self-duality in the Two Dimensional Ising Model and Dual of the Three Dimensional Ising Model.

In this lecture, Prof. Kardar introduces Series Expansions, including Low-temperature Expansions, High-temperature Expansions, and Exact Solution of the One Dimensional Ising Model.

In this lecture, Prof. Kardar introduces the Perturbative Renormalization Group, including the Niemeijer-van Leeuwen Cumulant Approximation and the Migdal-Kadanoff Bond Moving Approximation.

In this lecture, Prof. Kardar introduces the Perturbative Renormalization Group, including Lattice Models, and Exact Treatment in d=1.

In this lecture, Prof. Kardar continues his discussion on the Perturbative Renormalization Group, including the Irrelevance of Other Interactions and comments on the ε-expansion.

In this lecture, Prof. Kardar continues his discussion on the Perturbative Renormalization Group, including Perturbative RG (Second Order), and the ε-expansion.

In this lecture, Prof. Kardar continues his discussion on the Perturbative Renormalization Group, including Perturbative RG (First Order).

In this lecture, Prof. Kardar introduces the Perturbative Renormalization Group, including the Expectation Values in the Gaussian Model, Expectation Values in Perturbation Theory, Diagrammatic Representation of Perturbation Theory, and Susceptibility.

In this lecture, Prof. Kardar continues his discussion of The Scaling Hypothesis, including the Gaussian Model (Direct Solution), The Gaussian Model (Renormalization Group).

In this lecture, Prof. Kardar continues his discussion on Series Expansions, including Summing over Phantom Loops.

Growth phenomena constitute an important field in nonequilibrium statistical mechanics. Kardar, Parisi, and Zhang (KPZ) in 1986 proposed a continuum theory for local stochastic growth predicting scale invariance with universal exponents and limiting distributions. For a special, exactly solvable growth model (polynuclear growth - PNG) on a one-dimensional substrate (1+1 dimensional) we confirm the known scaling exponents and identify for the first time the limiting distributions of height fluctuations for different initial conditions (droplet, flat, stationary). Surprisingly, these so-called Tracy-Widom distributions have been encountered earlier in random matrix theory. The full stationary two-point function of the PNG model is calculated. Its scaling limit is expressed in terms of the solution to a special Rieman-Hilbert problem and determined numerically. By universality this yields a prediction for the stationary two-point function of (1+1)-dimensional KPZ theory. For the PNG droplet we show that the surface fluctuations converge to the so-called Airy process in the sense of joint distributions. Finally we discuss the theory for higher substrate dimensions and provide some Monte-Carlo simulations.

A systematic analysis of the Burgers–Kardar-Parisi-Zhang equation in d+1 dimensions by dynamic renormalization-group theory is described. The fixed points and exponents are calculated to two-loop order. We use the dimensional regularization scheme, carefully keeping the full d dependence originating from the angular parts of the loop integrals. For dimensions less than dc=2 we find a strong-coupling fixed point, which diverges at d=2, indicating that there is nonperturbative strong-coupling behavior for all d≥2. At d=1 our method yields the identical fixed point as in the one-loop approximation, and the two-loop contributions to the scaling functions are nonsingular. For d>2 dimensions, there is no finite strong-coupling fixed point. In the framework of a 2+ε expansion, we find the dynamic exponent corresponding to the unstable fixed point, which described the nonequilibrium roughening transition, to be z=2+O(ε3), in agreement with a recent scaling argument by Doty and Kosterlitz [Phys. Rev. Lett. 69, 1979 (1992)]. Similarly, our result for the correlation length exponent at the transition is 1/ν=ε+O(ε3). For the smooth phase, some aspects of the crossover from Gaussian to critical behavior are discussed.