Supramolecular chemistry delves into the chemistry of molecular assemblies, intermolecular bonds, and non-covalent interactions, leading to the formation of supra-molecules through aggregation of molecular subunits. Concepts like molecular recognition, self-organization, and host-guest chemistry pla

0 views • 18 slides

Exploring Bellman-Ford and Floyd-Warshall algorithms, Dijkstra's Algorithm, shortest path problems, dynamic programming on graphs, and solving distances in a directed acyclic graph. Learn about recurrences, evaluation orders, topological sort, and handling cycles in graphs.

0 views • 39 slides

Topology is the study of surfaces derived from Greek words meaning surface and discourse. In mathematics, a topological space is a set with a family of subsets satisfying specific properties. Examples include the open ball, open set, indiscrete topology, discrete topology, co-finite topology, and co

0 views • 14 slides

In this lecture, Kasey Champion covers a wide range of topics including graph algorithms, data structures, coding projects, and important midterm topics for CSE 373. The lecture emphasizes understanding ADTs, data structures, asymptotic analysis, sorting algorithms, memory management, P vs. NP, heap

0 views • 38 slides

Explore words containing root words like "penta," "quint," "sex," "hexa," "sept," "oct," "nov," "non," "dec," "deci," "deca" with explanations and example sentences. Dive into the definitions of words like "decimate," "octogenarian," "quintessence," "septennial," "novice," and "decadence" to enhance

0 views • 14 slides

Delve into the intriguing concepts of scale invariance and conformal invariance in theoretical physics through discussions on topics such as topological twist, critical phenomena, unitarity arguments, and counterexamples. Explore the fine balance between these two powerful symmetries and their impli

0 views • 19 slides

Exploring the coupling of gravity in a theory with metastable vacuum through the lens of topological phases of eternal inflation. Investigating the behavior of false and true vacua, de Sitter space, and bubble nucleation, offering insights into string theory landscapes and observational implications

0 views • 26 slides

Approximate inference methods in Bayes nets, such as random and rejection sampling, utilize Monte Carlo algorithms for stochastic sampling to estimate complex probabilities. Random sampling involves sampling in topological order, while rejection sampling generates samples from hard-to-sample distrib

0 views • 9 slides

The consistency of Cold Dark Matter (CDM) with observational data has improved over the past decade, but tensions remain with various cosmic anomalies such as preferred anisotropy axes and dark flow directions. Topological Quintessence, a physical mechanism proposed by L. Perivolaropoulos and collab

0 views • 26 slides

Jeff Edmonds is a researcher with interests in various theoretical and mathematical topics, including scheduling algorithms, cake cutting, and topological embeddings. He also provides support for mathematical and theoretical topics. Additionally, Jeff has ventured into machine learning to explore ne

0 views • 17 slides

This discussion delves into the transition from fractionalized topological insulators to fractionalized Majorana modes, highlighting key concepts in topological phases of matter, quantum Hall effects, and interactions in fractional quantum Hall effects. Emphasis is placed on 3D topological insulator

0 views • 23 slides

Dive into the world of Topological Data Analysis (TDA) by learning how to install the TDA package on different operating systems and interpreting the plots of data points, barcodes, and persistence diagrams. Explore the visualization of cycles in different dimensions and understand the concepts of H

0 views • 17 slides

Delve into the fascinating realm of topological band theory, examining the insulating state, band topology in different dimensions, symmetry-protected topological band insulators, and the interplay between symmetry and topology. Uncover the principles underlying matter symmetry, quantum phases, and

0 views • 29 slides

Learn how to create a simplicial complex from data points through a step-by-step process. Starting with 0-dimensional vertices and defining closeness between data points, progress to adding 1-dimensional edges. Ideal for those interested in topological data analysis across various fields.

0 views • 73 slides

Chromatin conformation analysis is crucial for understanding gene expression dynamics. Today's program covers topics such as 3D chromatin organization, Hi-C method, biases in Hi-C data analysis, and integrated analysis of data sources. Techniques like Chromosome Conformation Capture Technologies and

0 views • 34 slides

Explore the concepts of homotopy and fundamental groups in topology, where objects with the same structure can be classified into classes, and the fundamental group characterizes loops. Discover the fundamental group of a torus, its identity elements, closure, associativity, and inverses. Homotopy a

0 views • 10 slides

Explore the essential concepts of Topological Sorting in Spark GraphX, including necessary background knowledge, stand-alone versus distributed implementations, and practical examples. Delve into Spark GraphX's capabilities, such as RDD manipulation, high-level tools, and graph parallel computation.

0 views • 56 slides

Phaethon is a lightpath provisioning adapter designed for LightSoft, providing capabilities such as reconfigurable optical add-drop multiplexing and transponder filtering. It integrates with the GRNET OSS/BSS stack and facilitates operations like transforming CORBA calls to HTTP REST calls and manag

0 views • 25 slides

Quantum error correction and fault tolerance are essential for realizing quantum computers due to the challenge of decoherence. Various approaches, including concatenated quantum error correcting codes and topological codes like the surface code, are being studied for fault-tolerant quantum computin

0 views • 19 slides

Discussion on the varying estimates of topological complexity for wedges, closed manifolds, and other spaces, along with the analysis of TC-regularity. This includes contrasting estimates, proofs, and examples of TC regularity in different spaces like spheres and Lie groups.

0 views • 11 slides

Authors present a novel framework to transform time-varying fMRI data into topological representations, utilizing cubical persistence to analyze brain state trajectories and cluster participants based on topological features in blood flow in the brain, providing insights into cognitive processes. fM

0 views • 11 slides

Explore cutting-edge research in Topological Data Analysis (TDA) through topics such as Mapper Stability Measures, Deep Learning advancements, Vectorization techniques, Generalized Persistence modeling, Stochastic Aspects analysis, Formal Properties of Persistence, and Complement Problems in TDA app

0 views • 8 slides