The University of Zurich, located in the city of Zurich, is the largest university in Switzerland, with over 26,000 students. It was founded in 1833 from the existing colleges of theology, law, medicine and a new faculty of philosophy. The University of Zurich was founded on April 29, 1833, when the existing colleges of theology, the Carolinum founded by Huldrych Zwingli in 1525, law and medicine were merged with a new faculty of Philosophy. It was the first university in Europe to be founded by the state rather than a monarch or church. Currently, the university has seven faculties: Philosophy, Human Medicine, Economic Sciences, Law, Mathematics and Natural Sciences, Theology and Veterinary Medicine. The university offers the widest range of subjects and courses of any Swiss higher education institution.

The following is the list of scholars from University of Zurich who currently serve as editors for one or more SciTechnol journals.

• Michel Chipot, PhD

The following is the list of scholars from University of Zurich who published one or more articles in SciTechnol journals.

• Beat Knechtle
• Meichun Mohler-Kuo

The following is the list of scholars from University of Zurich who published one or more articles in SciTechnol journals.

• S Johler

The following is the list of articles by scholars from University of Zurich that are published in SciTechnol journals.

• Advances in Combinatorial Optimization: Algorithms and Applications

  Opinion Article: Res Rep Math
  DOI:
  Aditya Kumar
  
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• Unveiling the Subatomic Realm: A Mathematical Model of Sub-Subatomic Particles

  Perspective: Res Rep Math
  DOI:
  Leclerc Slobodrian
  
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  • Supplementary File

• Partial Differential Equations: Bridging Theory and Practice, Strengths and Weaknesses

  Perspective: Res Rep Math
  DOI:
  Osama Farhood
  
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  • Supplementary File

• Number Theory and String Theory: Exploring the Intricate Interplay between Mathematics and Physics

  Perspective: Res Rep Math
  DOI:
  Megan Schoen
  
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• Non-Euclidean Geometry: Unveiling the Curvature of Space and its Implications

  Opinion Article: Res Rep Math
  DOI:
  Mohamed  Fardin
  
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• Math for Space Communication: Unlocking the Universal Language

  Opinion Article: Res Rep Math
  DOI:
  Reidar Smedt
  
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• Homological Algebra: Unveiling Structural Patterns and Deep Connections

  Opinion Article: Res Rep Math
  DOI:
  Robert Iyamuremye
  
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• Unveiling the Historical Journey of Calculus: From Ancient Roots to Modern Foundations

  Opinion Article: Res Rep Math
  DOI:
  Jung Mukuka
  
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• Waves to Data: A Comprehensive Exploration of Fourier Series

  Opinion Article: Res Rep Math
  DOI:
  Julie Martin
  
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• Statistical Methods for Big Data Analysis

  Short Communication: Res Rep Math
  DOI:
  Yuan Goa
  
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• Applications in Geometry and Data Analysis of Algebraic Topology

  Perspective: Res Rep Math
  DOI:
  Rubio Heras
  
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• Applications of Non-Euclidean Geometry in Modern Cryptography

  Perspective: Res Rep Math
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• The Orbit-Stabilizer Theorem: Unveiling Symmetry in Group Actions

  Perspective: Res Rep Math
  DOI:
  Aner Burness
  
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• Advancements in Graph Theory with Algorithms and Applications

  Opinion Article: Res Rep Math
  DOI:
  Petros Angelis
  
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• Potentiality of Machine Learning in Mathematical Problem Solving

  Opinion Article: Res Rep Math
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• Fractal Geometry and its Applications in Science and Art

  Opinion Article: Res Rep Math
  DOI:
  Sachi Tanaka
  
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• Investigating the Mathematics behind Neural Networks and Deep Learning

  Perspective: Res Rep Math
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• Mathematical Approaches to Climate Change Modeling and Prediction

  Perspective: Res Rep Math
  DOI:
  Novoky Micheal
  
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• A Survey of Topological Data Analysis and its Applications

  Short Communication: Res Rep Math
  DOI:
  Alberta Gorge
  
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• The Dimensionless Numerical Method and Its Experimental Validation

  Perspective: Res Rep Math
  DOI:
  Michael Chapwnyaa
  
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• Numerical Simulation Methods for Prediction of Maneuverability of Ships in Waves

  Opinion Article: Res Rep Math
  DOI:
  Baochang Lixi
  
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• Manifold Method Modeling Frictional and Cohesive Contact Problems

  Opinion Article: Res Rep Math
  DOI:
  Mohamed Hamada
  
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• Numerical Methods for the Standard Fitz Hugh Nagumo Equation

  Commentary: Res Rep Math
  DOI:
  Persson Pan
  
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• Permutations in Probability: Analyzing Random Arrangements

  Short Communication: Res Rep Math
  DOI:
  Gomes Femke
   
  
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• Infinite Sets and their Properties

  Short Communication: Res Rep Math
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• Set Theory in the History of Mathematics

  Commentary: Res Rep Math
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• The Elegance of Numbers and the Vision of Shapes in Mathematics

  Commentary: Res Rep Math
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• Elementary Number Theory in Education

  Perspective: Res Rep Math
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• Complex Functions and Their Remarkable Properties

  Commentary: Res Rep Math
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• The Digital Impact of Mathematical Logic

  Commentary: Res Rep Math
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• Geometric Shapes and Their Properties

  Commentary: Res Rep Math
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• Exploring Euclidean Geometry: Foundations and Concepts

  Opinion Article: Res Rep Math
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• Advanced Algebraic Methods in Statistics

  Opinion Article: Res Rep Math
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• Algebraic Representation of Topological Spaces

  Opinion Article: Res Rep Math
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• Cauchy Problem with Constant Coefficients by Finite Difference Method

  Commentary: Res Rep Math
  DOI:
  Ling Yeung
  
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• The Significance of Permutations in Probability Theory

  Perspective: Res Rep Math
  DOI:
  Nicolas Baringo
   
  
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• Understanding Sets and Their Significance in Mathematics

  Perspective: Res Rep Math
  DOI:
  David Thomas
   
  
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• Investigating Circles, Ellipses, Parabolas, and Hyperbolas

  Perspective: Res Rep Math
  DOI:
  Javier Maria
   
  
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• Statistical Approaches for Large and Complex Datasets

  Perspective: Res Rep Math
  DOI:
  Peng Liu
   
  
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• Geometry in Geographic Information Systems

  Perspective: Res Rep Math
  DOI:
  Dwijendra Reddy
   
  
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• The Role of Computational Mathematics in Solving Complex Problems

  Opinion Article: Res Rep Math
  DOI:
  Denis Savio
   
  
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• Exploring the Foundations of Mathematical Analysis

  Opinion Article: Res Rep Math
  DOI:
  Luis Fco
   
  
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• The Multidimensional Role of Algebraic Thinking in Modern Education

  Opinion Article: Res Rep Math
  DOI:
  Will Debra
   
  
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• A Historical Perspective on the Evolution of Number Theory

  Opinion Article: Res Rep Math
  DOI:
  Hasan Sukru
   
  
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• Infinite Potential: Harnessing Limit Tends to 0 Series for Unraveling Complex Real-World Challenges

  Perspective: Res Rep Math
  DOI:
  Gradimir Carrigos
  
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• Analysis of a New Nonlinear Interpolatory Scheme on Quasi-Uniform Grids

  Editorial: Res Rep Math 2021, 5:6
  DOI:
  Iyaz Shaik.
  
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• Intertemporal Selection and Its Anomalies

  Commentary: Res Rep Math
  DOI:
  Alexandre Emerick
  
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• Mathematical Model of Intertemporal Selection

  Editorial: Res Rep Math
  DOI:
  Peterphani K
  
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• An Overview of Numerical Programming

  Editorial: Res Rep Math
  DOI:
  Ramachary Swamy
  
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• An Introduction of Combinatorics

  Commentary: Res Rep Math
  DOI:
  Yusaf Khan
  
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• A Perspective on Prologue to Calculus

  Perspective: Res Rep Math
  DOI:
  Daccotta Y Nook
  
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• A Perspective Note on Number-Crunching

  Editorial: Res Rep Math
  DOI:
  Duccafee CC
  
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• Prologue to Number Theory

  Editorial: Res Rep Math
  DOI:
  Patrick Jen
  
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• Editor's Note on Variable Based Math

  Editorial: Res Rep Math
  DOI:
  Nicolas Andruskiewitsch
  
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• Modeling Interactions among Migration Growth and Pressure in Dynamics

  Letter to Editor: Res Rep Math 2021, 5:6
  DOI:
  Karimulla Shaik
  
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• Implementation of Digital Technologies into Mathematics Teacher Preparation

  Editorial: Res Rep Math 2021, 5:6
  DOI:
  Kadhar Shaik
  
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• Formalizing Calculus while not Limit Theory in Coq

  Book Review: Res Rep Math 2021, 5:6
  DOI:
  Yunaf Shaik
  
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• Reasoning in Complex Networks: The Role of Symmetry and the Applicability of Images

  Perspective: Res Rep Math
  DOI:
  Martin Vaquer
  
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• Algebra System Highlighting wxMaxima in Calculus

  Opinion Article: Res Rep Math 2021, 5:6
  DOI:
  Anwar Shaik.
  
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• International conference on Cloud Computing and Virtualization.

  Editorial: Res Rep Math 2021, 5:3
  DOI:
  The perspective of the Cloud Computing Conference is to set up Cloud research to help people understand how treatment techniques have advanced and how the field has developed in recent years. With members from around the world focused on Cloud Computing and Virtualization this is your best opportunity to reach the largest assemblage of participa
  
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• Quantum Physics and Nuclear Engineering

  Editorial: Res Rep Math 2021, 5:3
  DOI:
  The conference brings together researchers working on mathematical foundations of quantum physics, quantum computing, and related areas, with a focus on structural perspectives and the use of logical tools, ordered algebraic and category-theoretic structures, formal languages, semantically methods, and other computer science techniques applied t
  
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• International Summit on International Conference on Automation and Artificial Intelligence

  Editorial: Res Rep Math 2021, 5:3
  DOI:
  Artificial Intelligence webinar: it is our great pleasure to invite you to participate in the international conference on automation and artificial intelligence which is an online webinar which will take place during 21-22 may 2020. The dedicated webinar theme is: innovations and advancements in automation and artificial intelligence. The webina
  
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• Execution of Research, Innovation and Ideas of Material Science and Engineering

  Editorial: Res Rep Math 2021, 5:3
  DOI:
  After gaining as awfully favourable outcome out of the past conference within the Materials Science cognition, CPD accredited- International Conference on Advanced Materials Science and Engineering. Cognition takes all the pride in saying the future Conference within the productive series of Materials Congress 2020. Materials Congress 2020 - The
  
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• Conference Announcement on Webinar on Quantum Physics and Nuclear Engineering

  Editorial: Res Rep Math 2021, 5:3
  DOI:
  We are pleased to welcome you to the after the successful completion of the series of Quantum Physics 2019 on July 27-28, 2020. This Quantum Physics 2020 conference will provide you with an exemplary research experience and huge ideas. The conference brings together researchers working on mathematical foundations of quantum physics, quantum comp
  
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• Editorial on Research and Reports on Mathematics by Kelsey Hall

  Editorial: Res Rep Math 2021, 5:1
  DOI:
  Kelsey Hall
  
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• Editorial Note by James Robbin

  Editorial: Res Rep Math 2021, 5:1
  DOI:
  James Robbin
  
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• Mathematical Analysis of the Concept, equality.

  Editorial: Res Rep Math 2021, 5:1
  DOI:
  Burgin M*
  
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• Editorial Note for Research Report on Mathematics

  Editorial: Res Rep Math 2021, 5:1
  DOI:
  Hari_Mohan_Srivastava
  
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• Computational Complexity of Spin-Glass of Module Soles

  Opinion Article: Res Rep Math
  DOI:
  Yanwen Mao
  
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• Meritor for Xeromorphic Behavior and Decimal Understanding and Numerical Magnitude

  Perspective: Res Rep Math
  DOI:
  Xiaobring Yan
  
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• Dynamic Mathematical Models of Plasticizer and Accompanying Structural Changes

  Opinion Article: Res Rep Math
  DOI:
  Milad Jahangirri
  
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• Measurement Science and Computer Science in Programming Languages

  Opinion Article: Res Rep Math
  DOI:
  Finkelstein alies
  
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• Ensemble Forecasting System for Dynamic Dispatching Impact on the USDA Ending

  Commentary: Res Rep Math
  DOI:
  Mitchell Patrick
  
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• Modeling Misconceptions Under Small Sample Test data Using Modern Theory

  Commentary: Res Rep Math
  DOI:
  Meilin Wen
  
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• Blockage Probability Distortion in Mixed Ground Uncertain Biological Networks

  Perspective: Res Rep Math
  DOI:
  Vyachesla begishev
  
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• Probability Information in Quantum Theory of Mind in Bipolar Disorder

  Opinion Article: Res Rep Math
  DOI:
  Rachel Mitchel
  
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• Associations between Memory Traces in Networks Predictive Insights into Chemical Systems

  Opinion Article: Res Rep Math
  DOI:
  Daniel Welleer
  
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• Cognitive Competence for Teaching Applied Statistics Balancing Selection in the Absence

  Commentary: Res Rep Math
  DOI:
  Sarra Sheehan
  
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• Geometric Sequences and Tuberosity Both Predict Formal Theory of Synergy

  Commentary: Res Rep Math
  DOI:
  Ganther Eder
  
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• Structural Mathematics: Structural Thinking, Structural Planning, Structural Programing

  Opinion Article: Res Rep Math 2021, 5:1
  DOI:
  Etabey Karatoprak
  
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• Optical Information Hiding Based on Complex Amplitude

  Commentary: Res Rep Math
  DOI:
  Ria Jatin Kikani
  
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• Whale Optimization Algorithm Integrated with Elder Learning Algorithm

  Perspective: Res Rep Math
  DOI:
  Yayong Tang
  
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• Computer Science and Meta-Evolution: Evolution as Computation

  Opinion Article: Res Rep Math
  DOI:
  Laura F Landweber
  
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• Asynchronous Communicating Cellular Automata

  Commentary: Res Rep Math
  DOI:
  Maryam Ghorani
  
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• Probability Theory for Number of Mixture Components

  Perspective: Res Rep Math
  DOI:
  Joe Davis
  
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• Moving Morph able Void with Analysis for Sheet Metal forming with Complex Topology

  Opinion Article: Res Rep Math
  DOI:
  Rakesh Bharati
  
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• Foundations Semantic System and Proof Theory

  Editorial: Res Rep Math
  DOI:
  Randall Holmes
  
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• Topology Optimization of Lattice Structures Using Geometry Projection

  Editorial: Res Rep Math
  DOI:
  Julián Norato
  
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• Bio Mathematical Screening of Amyloid Radiotracers of Psychomotor

  Commentary: Res Rep Math
  DOI:
  Emanuel Bahn
  
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• Methods of Probability

  Perspective: Res Rep Math
  DOI:
  Ramanujan K Das
  
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