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Are you tired of releasing episodes week to week and getting no download growth? In this episode, I’m kicking off a brand-new series where I’ll be breaking down the exact strategies you need to expand your podcast audience—starting with the essential foundations. In this first episode, I’m covering: Why podcast growth matters (and why it’s NOT just about big numbers) The 3 core growth strategies: organic, collaborations, and paid growth What sustainable, realistic growth actually looks like Whether you’re just getting started or looking to scale, this series will give you the tools you need to grow your show strategically. Today's episode is brought to you by Mic Check Society , our community for podcasters who are looking to take their podcast from good to great. Come join us for educational trainings, a private member's only community, and monthly calls! Get $10 off per month with code PODCAST at micchecksociety.com . Clocking In with Haylee Gaffin is produced by Gaffin Creative , a podcast production company for creative entrepreneurs. Learn more about our services at Gaffincreative.com , plus you’ll also find resources, show notes, and more for the Clocking In Podcast. Time-stamps: Why podcast growth matters (2:09) Three pillars of podcast growth (3:39) Organic growth (3:52) Collaboration and borrowing audiences (4:31) Paid growth opportunities (5:11) What sustainable growth looks like (6:36) Connect with Haylee: instagram.com/hayleegaffin Gaffincreative.com micchecksociety.com Review the Transcript: https://share.descript.com/view/Plzue2YOIAh Hosted on Acast. See acast.com/privacy for more information.…
Content provided by Philipp Packmohr. All podcast content including episodes, graphics, and podcast descriptions are uploaded and provided directly by Philipp Packmohr or their podcast platform partner. If you believe someone is using your copyrighted work without your permission, you can follow the process outlined here https://ppacc.player.fm/legal.
Check out Jeff Leeks chromebook data science course !
Content provided by Philipp Packmohr. All podcast content including episodes, graphics, and podcast descriptions are uploaded and provided directly by Philipp Packmohr or their podcast platform partner. If you believe someone is using your copyrighted work without your permission, you can follow the process outlined here https://ppacc.player.fm/legal.
Check out Jeff Leeks chromebook data science course !
In this episode I talk to Bence Mélykúti, DPhil. Bence has an MSc degree (incl. undergrad studies) in mathematics from the Mathematical Institute of the Eötvös Loránd University (ELTE), Budapest, Hungary. He defended his doctoral thesis in January 2011 at the University of Oxford, UK, where he was with the Department of Statistics and the Life Sciences Interface Doctoral Training Centre as a member of Keble College. He worked under the supervision of Prof. Alison Etheridge (Dept. of Statistics) and Dr. Antonis Papachristodoulou (Control Group, Dept. of Engineering Science). His Research interests include: The interfaces of mathematical (esp. probabilistic) modelling, stochastic processes, statistics, machine learning, chemical reaction kinetics, systems biology, control theory, operations research. He seeks novel possibilities how these can be applied to develop quantitative methods for research in the life sciences. He is also interested in making a positive societal impact with his research, and is open to being contacted with interesting project ideas for consultation. Further Bio: He was based at the Centre for Biological Systems Analysis (ZBSA) and tangentially at the Department of Mathematical Stochastics, both at the University of Freiburg, Germany. His host there was Prof. Peter Pfaffelhuber. In Freiburg, he was most recently an AXA Research Fund postdoctoral fellow. He was visiting the Isaac Newton Institute for Mathematical Sciences, Cambridge, UK, from January until June 2016. He came to Freiburg with a Humboldt Postdoctoral Research Fellowship. Before that, he was a postdoctoral researcher at the Department of Mechanical Engineering, University of California, Santa Barbara. He worked with Profs. Mustafa Khammash (Dept. of Mechanical Engineering) and João P. Hespanha (Dept. of Electrical and Computer Engineering). In this episode we talk about the German Tank Problem, the Mark and Recapture Problem and the Fermi problem. Bence recommnded the Quanta magazine.…
In this episode I talk to Sam Doerken . Sam is a mathematician by training, having studied mathematics at the University of Heidelberg. He did his diploma thesis in mathematics on Probabilistic Forecasting of U.S. Treasury Bills . Since 2012 he works at the Institute of Medical Biometry and Statistics at the University of Freiburg. In this part we cover the paper " The case-crossover design via penalized regression " , published in BMC Medical Research Methodology. The authors conclude that "for the case-crossover design , we also encourage penalized regression for routine use."…
In this episode I talk to Sam Doerken . Sam is a mathematician by training, having studied mathematics at the University of Heidelberg. He did his diploma thesis in mathematics on Probabilistic Forecasting of U.S. Treasury Bills . Since 2012 he works at the Institute of Medical Biometry and Statistics at the University of Freiburg. In this episode we talk abot the topic of his diploma thesis Probabilistic Forecasting of U.S. Treasury Bills and we cover time series analysis.…
In this episode I talk to Philipp Schneider , PhD student in theoretical computer science in Fabian Kuhns group at the University of Freiburg . Before that he studied computer science at the Karlsruhe Institute of Technology. Philipps reseach is concerned with the Theory of Distributed Computation . In distributed computation one assumes processors (or computation nodes) that are far away from each other. The input of some problem is distributed on these computing nodes and they have to collaborate to compute the solutions. The goal is to optimize the rescources, which in this case is communication, specifically the number of communication rounds. The goal of the research is twofold: (1) Upper bounds: Designing algorithms that solve a given problem in a given distributed computational model with as little communication as possible. (2) Lower bounds: Showing the intrinsic "hardness" of certain problems in a given computational model, by proving that they require a certain minimum amount of communication. A typical problem in this regard is graph coloring , where the nodes of a graph must be colored with as few colors as possible, such that all neighboring nodes have different colors. We discussed the seminal paper " LOCALITY IN DISTRIBUTED GRAPH ALGORITHMS " by NATHAN LINIAL which considers a simple distributed computational model called the LOCAL model where the communication network is a graph and nodes are processessing units that act synchronously in rounds. Nodes can send a messages to each neighbors in the graph in each round. The problem is to color this communication graph. The paper uses a mathematical structure called cover free sets by the mathematician Erdös. Given a graph which is already correctly colored with k colors, Linial uses this concept to push the number of colors down to roughly log(k) (with some simplifying lies) in a single round of communication. This step can be repeated several times (until the number of colors gets small and other factors play a role), and leads to a fast solution for coloring with few colors. This gives an "upper bound" for the communication required to solve the graph coloring problem. Linial complements this result by showing that this number of rounds is actually required to color a worst case graph with a number of colors that is close to the theoretical minimum, i.e. he gives a "lower bound". We also talked about the Massively Parallel Computation model (MPC model): The MPC model is used in Big Data settings. The huge input is distributed over several machines. The machines have restricted memory and can send and receive at most (roughly) size of memory bits per round in an all-to-all communcation network. This captures the characteristics of distributed data centers and can be considered as theoretical counterpart to the rather famous MapReduce programming model of Google. In the end we talk about the importance of a general computer science curriculum in school education. Philipp recommended " The economist " as a good journalistic publication.…
In this episode I talk to Gaetan Leclerc about some open problems in mathematics, part of the so called Millenium problems. Gaeton is a first year master student at the ENS Rennes. Before that he studied mathematics at the École Normale Supérieure de Rennes (ENS Rennes). We cover the Navier-Stokes equations which are very important in computational fluid dynamics and thus have many applications in engineering, medicine, biology and climate science. The mathematician Grigori Perelman presented a proof of the Poincaré conjecture in three papers made available in 2002 and 2003 on the arXiv. We also talk about the P vs NP problem in computer science. Gaetan recommended the math YouTuber 3Blue1Brown for his great visualizations of complex topics.…
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