Hartmut Jürgens
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German mathematician
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Hartmut Jürgensmathematics Degrees
Mathematics
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Measure Theory
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#5453
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Mathematics
Why Is Hartmut Jürgens Influential?
(Suggest an Edit or Addition)According to Wikipedia, Hartmut Jürgens was a German mathematician, born in Bremen, Germany. He received his doctorate in 1983 from the University of Bremen. He has worked in the computer industry, and was the Director of the Dynamical Systems Graphics Laboratory at the University of Bremen. He is the co-author of both Fractals: An Animated Discussion and Chaos and Fractals: New Frontiers of Science
Hartmut Jürgens's Published Works
Published Works
- Chaos and fractals - new frontiers of science (1992) (1883)
- Chaos and Fractals (2004) (1187)
- Fractals for the Classroom: Part One Introduction to Fractals and Chaos (1991) (162)
- Introduction to fractals and chaos (1992) (123)
- Fractals for the Classroom (2012) (74)
- Portal vein reconstruction based on topology. (1995) (55)
- Length, Area and Dimension: Measuring Complexity and Scaling Properties (1992) (41)
- Fractals for the Classroom :Part 2: Complex Systems and Mandelbrot Set. (1992) (34)
- Topological Perturbations in the Numerical Study of Nonlinear Eigenvalue and Bifurcation Problems (1980) (29)
- Strange Attractors: The Locus of Chaos (1992) (27)
- Chaos and fractals - new frontiers of science (2. ed.) (2004) (27)
- Fractals for the Classroom: Strategic Activities Volume One (1991) (16)
- Limits and Self-Similarity (1992) (12)
- Continuation Methods for Approximating Isovalued Complex Surfaces (1991) (11)
- Classical Fractals and Self-Similarity (1992) (9)
- Fractals for the classroom (vol. 1): strategic activities (1992) (7)
- Encoding Images by Simple Transformations (1992) (7)
- Fractals for the classroom 2 - Complex systems and Mandelbrot set (1992) (5)
- Influence of thyrotropin-releasing-factor (TRH) on TSH-subfractions in human plasma separated by electrofocusing electophoresis. (1972) (4)
- The Chaos Game: How Randomness Creates Deterministic Shapes (1992) (1)
- Irregular Shapes: Randomness in Fractal Constructions (1992) (1)
- Neural Object Classification Using Ultrasonic Spectrum Analysis (2003) (1)
- Bifurcation of Homoclinic Structures: I. Finite Difference Approximation and Mechanisms for Spurious Solutions (1997) (1)
- The Mandelbrot Set: Ordering the Julia Sets (1992) (1)
- Introduction: Causality Principle, Deterministic Laws and Chaos (2004) (1)
- Lim and Self-Similarity (2004) (1)
- 3D-Rendering of Fractal Landscapes (1992) (0)
- Deterministic Chaos: Sensitivity, Mixing, and Periodic Points (1992) (0)
- Julia Sets: Fractal Basin Boundaries (1992) (0)
- Bifurcation of Homoclinic Structures. (1997) (0)
- SCOUT — Simplicial Continuation Utilities (2003) (0)
- Fractals: A New Challenge to Model Reality (1989) (0)
- Complex systems and Mandelbrot set (1992) (0)
- Method and computer system for workflow management (2001) (0)
- The Chaos Game (1991) (0)
- Recursive Structures: Growing of Fractals and Plants (1992) (0)
- Synchronization of viewers in computer programs (2001) (0)
- Pascal’s Triangle: Cellular Automata and Attractors (1992) (0)
- Dynamical systems and fractals: Foreword: New Directions in Computer Graphics: Experimental Mathematics (1989) (0)
- The Backbone of Fractals: Feedback and the Iterator (1992) (0)
- Order and Chaos: Period-Doubling and its Chaotic Mirror (1992) (0)
- The beauty of fractals lab (1994) (0)
- The Beauty of Fractals Lab: Graphics Software for the Macintosh, Version 1.2 (1993) (0)
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What Schools Are Affiliated With Hartmut Jürgens?
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