Item does not contain fulltextThis paper uses a simulation to build new theory about complexity and phase change in processes that are supported by digital technologies. We know that digitized processes can drift (change incrementally over time). We simulate this phenomenon by incrementally adding and removing edges from a network that represents the process. The simulation demonstrates that incremental change can lead to a state of self-organized criticality. As the process approaches this state, further incremental change can precipitate nonlinear bursts in process complexity and significant changes in process structure. Digital technology can be designed and used to influence the likelihood and severity of these transformative phase chan...
Encyclopedia of Complexity and Systems Science provides an authoritative single source for understan...
[[abstract]]In this paper, we develop themes from complexity and chaos theory that help to explain t...
This article deals with dynamical systems depending on a slowly varying parameter. We present severa...
This paper uses a simulation to build new theory about complexity and phase change in processes that...
This paper draws on complex adaptive systems (CAS) theory to explore the transformation of an analog...
It is well known that a program execution exhibits time-varying behavior, i.e., a program typically ...
This paper draws on complex adaptive systems (CAS) theory to explore the transformation of an analog...
The important roles of software in modern life have prompted people to study software evolution.This...
Evolving systems are systems that change over time. Examples of evolving systems are computers with ...
We propose a toy model for a cyclic order-disorder transition and introduce a geometric methodology ...
A scientific problem described within a given code is mapped by a corresponding computational probl...
Summary. Adaptive evolution of a functioning network (e.g. Kauffman network) may force growth of thi...
The growing availability of digital trace data has generated unprecedented opportunities for analyzi...
The evolvability of a software artifact is its capacity for producing heritable or reusable variants...
The search for universal laws that help establish a relationship between dynamics and computation is...
Encyclopedia of Complexity and Systems Science provides an authoritative single source for understan...
[[abstract]]In this paper, we develop themes from complexity and chaos theory that help to explain t...
This article deals with dynamical systems depending on a slowly varying parameter. We present severa...
This paper uses a simulation to build new theory about complexity and phase change in processes that...
This paper draws on complex adaptive systems (CAS) theory to explore the transformation of an analog...
It is well known that a program execution exhibits time-varying behavior, i.e., a program typically ...
This paper draws on complex adaptive systems (CAS) theory to explore the transformation of an analog...
The important roles of software in modern life have prompted people to study software evolution.This...
Evolving systems are systems that change over time. Examples of evolving systems are computers with ...
We propose a toy model for a cyclic order-disorder transition and introduce a geometric methodology ...
A scientific problem described within a given code is mapped by a corresponding computational probl...
Summary. Adaptive evolution of a functioning network (e.g. Kauffman network) may force growth of thi...
The growing availability of digital trace data has generated unprecedented opportunities for analyzi...
The evolvability of a software artifact is its capacity for producing heritable or reusable variants...
The search for universal laws that help establish a relationship between dynamics and computation is...
Encyclopedia of Complexity and Systems Science provides an authoritative single source for understan...
[[abstract]]In this paper, we develop themes from complexity and chaos theory that help to explain t...
This article deals with dynamical systems depending on a slowly varying parameter. We present severa...