Deep-SITAR uses autoencoders to predict growth patterns.
arXiv research
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Fibonacci Ensembles use Fibonacci weights to improve ensemble learning, inspired by natural growth patterns.
Safe Pattern Pruning reduces pattern explosion in predictive pattern mining.
Revisits granular models explaining firm growth rates and sizes.
SSRCA simplifies ABM sensitivity analysis using machine learning.
This paper presents a simple model to measure the relative economic growth of economic systems. The model considers S-Shaped patterns of economic growth that, represented with a linear model, measure how an economic system grows in comparison with another one. In particular, this model introduces an approach which indi…
We study multistep Bayesian betting strategies in coin-tossing games in the framework of game-theoretic probability of Shafer and Vovk (2001). We show that by a countable mixture of these strategies, a gambler or an investor can exploit arbitrary patterns of deviations of nature's moves from independent Bernoulli trial…
Cooperation is a persistent behavioral pattern of entities pooling and sharing resources. Its ubiquity in nature poses a conundrum. Whenever two entities cooperate, one must willingly relinquish something of value to the other. Why is this apparent altruism favored in evolution? Classical solutions assume a net fitness…
LSTM predicts COVID-19 growth patterns from global data.
New neural network can learn multiple patterns at once.
Data describing historical economic growth are analysed. Included in the analysis is the world and regional economic growth. The analysis demonstrates that historical economic growth had a natural tendency to follow hyperbolic distributions. Parameters describing hyperbolic distributions have been determined. A search …
Adaptive TFTs improve cryptocurrency price prediction accuracy.
A data-driven approach predicts morphological development under structural instability.
This paper presents a general theory that aims at explaining timescales observed empirically in technology transitions and predicting those of future transitions. This framework is used further to derive a theory for exploring the dynamics that underlie the complex phenomenon of irreversible and path dependent price or…
Unified theory explains housing cycle across metros, showing credit expansion impacts.
GLMM trees identify subgroups with different growth patterns in longitudinal data.
Study predicts U.S. county COVID-19 growth using demographic and social distancing data.
In this pedagogical study, carried out by adopting standard mathematical methods of nonlinear dynamics, we have presented some simple analytical models to understand terminal behaviour in industrial growth. This issue has also been addressed from a dynamical systems perspective, with especial emphasis on the concept of…
The study investigates how branch points affect the shape and mechanics of hyperbolic surfaces.
This work presents an empirical study of the evolution of the personal income distribution in Brazil. Yearly samples available from 1978 to 2005 were studied and evidence was found that the complementary cumulative distribution of personal income for 99% of the economically less favorable population is well represented…
Classifies polynomial growth solutions to drift-harmonic equations on asymptotically paraboloidal manifolds.
Bubbles are essential in certain economic models with high growth and low interest rates.
Ancient solutions of Ricci flow with Type I growth are classified.
We show that every non-decreasing function bounded from above by for some can be realized (up to a natural equivalence) as the conjugacy growth function of a finitely generated group. We also construct a finitely generated group and a subgroup of index 2 such…
P.W. Anderson proposed the concept of complexity in order to describe the emergence and growth of macroscopic collective patterns out of the simple interactions of many microscopic agents. In the physical sciences this paradigm was implemented systematically and confirmed repeatedly by successful confrontation with rea…
Formula removes geometric patterns from random hyperbolic surfaces.
A new method models continuous-time counterfactual outcomes using neural controlled differential equations.
This paper presents a general solution for a recent model by Keen for endogenous money creation. The solution provides an analytic framework that explains all significant dynamical features of Keen's model and their parametric dependence, including an exact result for both the period and subsidence rate of the Great Mo…
Paper characterizes DLN distribution, its properties, and estimation methods.
We investigate the relation between economic growth and equality in a modified version of the agent-based asset exchange model (AEM). The modified model is a driven system that for a range of parameter space is effectively ergodic in the limit of an infinite system. We find that the belief that "a rising tide lifts all…
We present a quantitative characterisation of the fluctuations of the annualized growth rate of the real US GDP per capita growth at many scales, using a wavelet transform analysis of two data sets, quarterly data from 1947 to 2015 and annual data from 1800 to 2010. Our main finding is that the distribution of GDP grow…
In many domains, scientists build complex simulators of natural phenomena that encode their hypotheses about the underlying processes. These simulators can be deterministic or stochastic, fast or slow, constrained or unconstrained, and so on. Optimizing the simulators with respect to a set of parameter values is common…
iPrompt uses LLMs to generate natural-language explanations of data patterns.
Study optimizes natural resource harvesting under model uncertainty using risk measures.
Analyzes how BPE tokenisation affects corpus statistics and model entropy in transformer models.
Proof of Knot Entropy Conjecture for tube lattice polygons.
Study of small growth invariants in Goursat distributions.
Polynomial growth bounds for eigenfunctions on non-compact spaces.
This paper solves the problem of optimal dynamic consumption, investment, and healthcare spending with isoelastic utility, when natural mortality grows exponentially to reflect Gompertz' law and investment opportunities are constant. Healthcare slows the natural growth of mortality, indirectly increasing utility from c…
Efficiently samples arbitrary compact bodies with polynomial complexity.
Efficient algorithm for sampling from arbitrary compact bodies.
The aim of this work is to extend the capital growth theory developed by Kelly, Breiman, Cover and others to asset market models with transaction costs. We define a natural generalization of the notion of a numeraire portfolio proposed by Long and show how such portfolios can be used for constructing growth-optimal inv…
In recent years, the rapid growth in technology has increased the opportunity for longitudinal human behavioral studies. Rich multimodal data, from wearables like Fitbit, online social networks, mobile phones etc. can be collected in natural environments. Uncovering the underlying low-dimensional structure of noisy mul…
We prove that a complete noncompact Kähler manifold of positive bisectional curvature satisfying suitable growth conditions is biholomorphic to a pseudoconvex domain of {\bf C} and we show that the manifold is topologically {\bf R}. In particular, when is a Kähler surface of positive bisecti…
In an evolutionary system in which the rules of mutation are local in nature, the number of possible outcomes after mutations is an exponential function of but with a rate that depends only on the set of rules and not the size of the original object. We apply this principle to find a uniform upper bound for the…
The paper studies 3D manifolds with positive scalar curvature and volume growth.
New methods estimate transport-growth pairs in unbalanced optimal transport.
Study examines cyber losses across sectors, finds high severity and frequency.