Fatum ad Benedictum: Moscow-Petushki, Homo Sovieticus, Postmodernism and the Fatidic post-Soviet Irony of Venedikt Vasilevich Erofeev

The following honors thesis is structured into two parts, four chapters apiece. The first part is a philological study of the Soviet dissident and writer Venedikt Vasilevich Erofeev’s magnum opus, Moscow-Petushki (1969-70). This half of the thesis investigates Petushki in light of its thematic development of fate, or, more particularly, the fate of homo sovieticus—the ironic term devised by Soviet sociologist Aleksandr Zinovyev (1922-2006) to describe a typical conformist citizen of the Soviet Union. I will focus predominantly on Petushki’s connection to the end of the Khrushchev “Thaw” in the early-mid-1960s and the beginning of Brezhnev “Stagnation” in the late-1960s, and will explore the work\u27s engagement with postmodernism. The second part of my honors thesis is an extension of the first. In this section, I reconstruct and analyze the “Kolomna period” of Erofeev’s life and career (ca. 1962-1963), during which he matriculated at the local Kolomensky Pedinstitute and later, following his expulsion, worked as a truck driver and in mass retail. I posit Kolomna as a watershed in Erofeev’s biography. This period saw the end of his university studies and the beginning of the “living large” (what he would name his “ochen’ zhiznennii put’”) that characterized his existence up until his death in 1990 of lung cancer. After Kolomna Erofeev’s life was marked by increasingly destructive bouts of alcoholism and smoking, extensive peregrinations through the former Soviet Union (largely undertaken sans propiska, or mandatory residence permit), and, most of all, the freer form of writing that culminated artistically in Moscow-Petushki. This part of my analysis asserts a link between the fate of Venichka, the notorious erudite drunk of Moscow-Petushki, and that of Venedikt Erofeev, its controversial author. Although not a single journal or piece of writing by Erofeev from this period is extant, I nonetheless maintain that there is a body of evidence that allows us to piece together a provisional reconstruction of Erofeev’s life as he lived it in Kolomna during 1962-1963. The hands-on, on-site research that I conducted for part two took as its starting point the ostensibly “semi-autobiographical” nature of Erofeev’s poem-in-prose. Furthermore, in this second half of the honors thesis I curate and analyze materials from the museum and artcommune “Erofeev and Others” and from the seventh annual Kolomna apple and book fair “Antonov’s Apples.” I also transcribe and analyze interviews taken with knowledgeable sources on Erofeev: a local Kolomna poet, Aleksei Makeev, and the chief executor of Erofeev’s literary legacy and wife of his son, Galina Erofeeva. For the materials from the museum and festival, I include a set of pictures underscored by captioned analyses; for the materials from the interviews, I provide a written transcription interspersed with authorial commentary. I collected these materials during a seven-week stay in the city during the autumn of 2018, and have reprinted or recreated them with the express permission of the city of Kolomna, as well as the specific personages they concern. For additional biographical and literary cultural information, I also rely on published recorded interviews with Erofeev and the journals he kept throughout the 1960s. These can be found on the official Erofeev website, which contains information on his entire œuvre to date

Spaces of rational curves in complete intersections

We prove that the space of smooth rational curves of degree $e$ in a general complete intersection of multidegree $(d_1, ..., d_m)$ in \PP^n is irreducible of the expected dimension if $\sum_{i=1}^m d_i <\frac{2n}{3}$ and $n$ is large enough. This generalizes the results of Harris, Roth and Starr \cite{hrs}, and is achieved by proving that the space of conics passing through any point of a general complete intersection has constant dimension if $\sum_{i=1}^m d_i$ is small compared to $n$

Theory of Neutron Diffraction from the Vortex Lattice in UPt3

Neutron scattering experiments have recently been performed in the superconducting state of UPt3 to determine the structure of the vortex lattice. The data show anomalous field dependence of the aspect ratio of the unit cell in the B phase. There is apparently also a change in the effective coherence length on the transition from the B to the C phases. Such observations are not consistent with conventional superconductvity. A theory of these results is constructed based on a picture of two-component superconductivity for UPt3. In this way, these unusual observations can be understood. There is a possible discrepancy between theory and experiment in the detailed field dependence of the aspect ratio.Comment: 11 pages; uses REVTEX, APS and PRABIB styles; 2 Postscript figure files include

Nonlinear Micromechanical Casimir Oscillator

The Casimir force between uncharged metallic surfaces originates from quantum mechanical zero point fluctuations of the electromagnetic field. We demonstrate that this quantum electrodynamical effect has a profound influence on the oscillatory behavior of microstructures when surfaces are in close proximity (<= 100 nm). Frequency shifts, hysteretic behavior and bistability caused by the Casimir force are observed in the frequency response of a periodically driven micromachined torsional oscillator.Comment: 4 pages, 4 figures; added and rearranged references; added comments on sensitivit

Perturbation of Tunneling Processes by Mechanical Degrees of Freedom in Mesoscopic Junctions

We investigate the perturbation in the tunneling current caused by non-adiabatic mechanical motion in a mesoscopic tunnel junction. A theory introduced by Caroli et al. \cite{bi1,bi2,bi3} is used to evaluate second order self-energy corrections for this non-equilibrium situation lacking translational invariance. Inelastic signatures of the mechanical degrees of freedom are found in the current-voltage $I(V)$ characteristics. These give rise to sharp features in the derivative spectrum, $d^2I/dV^2$.Comment: 22 pages LaTeX + 3 uuencoded PS picture

Mechanism of thermally activated c-axis dissipation in layered High-Tc_c superconductors at high fields

We propose a simple model which explains experimental behavior of $c$-axis resistivity in layered High-T$_c$ superconductors at high fields in a limited temperature range. It is generally accepted that the in-plane dissipation at low temperatures is caused by small concentration of mobile pancake vortices whose diffusive motion is thermally activated. We demonstrate that in such situation a finite conductivity appears also in $c$-direction due to the phase slips between the planes caused by the mobile pancakes. The model gives universal relation between the components of conductivity which is in good agreement with experimental data.Comment: RevTeX, 4 pages, 2 Postscript figure

The 3′ processing factor CstF functions in the DNA repair response

Following DNA damage, mRNA levels decrease, reflecting a coordinated interaction of the DNA repair, transcription and RNA processing machineries. In this study, we provide evidence that transcription and polyadenylation of mRNA precursors are both affected in vivo by UV treatment. We next show that the polyadenylation factor CstF, plays a direct role in the DNA damage response. Cells with reduced levels of CstF display decreased viability following UV treatment, reduced ability to ubiquitinate RNA polymerase II (RNAP II), and defects in repair of DNA damage. Furthermore, we show that CstF, RNAP II and BARD1 are all found at sites of repaired DNA. Our results indicate that CstF plays an active role in the response to DNA damage, providing a link between transcription-coupled RNA processing and DNA repair

Replay: multi-modal multi-view acted videos for casual holography

We introduce Replay, a collection of multi-view, multimodal videos of humans interacting socially. Each scene is filmed in high production quality, from different viewpoints with several static cameras, as well as wearable action cameras, and recorded with a large array of microphones at different positions in the room. Overall, the dataset contains over 4000 minutes of footage and over 7 million timestamped high-resolution frames annotated with camera poses and partially with foreground masks. The Replay dataset has many potential applications, such as novelview synthesis, 3D reconstruction, novel-view acoustic synthesis, human body and face analysis, and training generative models. We provide a benchmark for training and evaluating novel-view synthesis, with two scenarios of different difficulty. Finally, we evaluate several baseline state-of-theart methods on the new benchmark