Here are some of the more obscure or lesser mentioned topics that appear in the bookmark content: * Knot theory * Mathematical study of knots arising in various contexts like physics, biology, chemistry. * Phyllotaxis * Study of arrangements of leaves, petals, seeds, etc. in plants. * Aeolian processes * Study of the effect of wind on landforms like dunes, arid landscapes. * Hamilton’s rule * Principle in evolutionary biology for spread of altruistic genes. * Kolmogorov complexity * Concept in algorithmic information theory about compressibility of data. * Amortized analysis * Method of analyzing algorithms over sequence of operations. * Post correspondence problem * Classic undecidable problem in theoretical computer science. * Quipu * Ancient Incan device for recording information using knots. * Geometric algebra * Algebraic system unifying vectors, complex numbers, quaternions. * Demographics of Bhutan * Data about population of Bhutan. * P versus NP problem * Famous open problem about complexity classes of algorithms. * Szilard engine * Hypothetical thermodynamic heat engine. * Dialetheism * Philosophy view that some contradictions are true. * Carleman’s theorem * Result about approximating analytic functions. * Surreal numbers * Number system extending reals to infinitesimals. * Superpermutation * String containing all permutations of a set as subsequences. – Bioinformatics – analysis of biological data using computing/programming – Computational chemistry – using computational methods to study chemical systems – Dynamical systems – studying complex systems that evolve over time – Automata theory – abstract computational devices/state machines – Computational finance – using computational models for trading, risk, etc. – Information theory – quantifying information, entropy, compression – Computational biology – using computational methods to model biological systems – Numerical analysis – study of algorithms for continuous math/physics problems – Computational social science – using computational methods to study social phenomena – Formal methods – mathematically rigorous techniques for software/hardware verification – Computational photography – digital image processing techniques – Computational learning theory – machine learning frameworks and guarantees – Quantum computing – using quantum systems for computation – Decision theory – modeling optimal decisions mathematically – Computational semantics – applying logic/math to study meaning – Biosemiotics – signs, symbols, meaning in biological systems – Systems biology – computational models of complex biological systems – Psychometrics – theory and methods for psychological measurement – Computational linguistics – applying computer science to study language

Here are some of the more obscure or lesser mentioned topics that appear in the bookmark content:

* Knot theory * Mathematical study of knots arising in various contexts like physics, biology, chemistry.

* Phyllotaxis * Study of arrangements of leaves, petals, seeds, etc. in plants.

* Aeolian processes * Study of the effect of wind on landforms like dunes, arid landscapes.

* Hamilton’s rule * Principle in evolutionary biology for spread of altruistic genes.

* Kolmogorov complexity * Concept in algorithmic information theory about compressibility of data.

* Amortized analysis * Method of analyzing algorithms over sequence of operations.

* Post correspondence problem * Classic undecidable problem in theoretical computer science.

* Quipu * Ancient Incan device for recording information using knots.

* Geometric algebra * Algebraic system unifying vectors, complex numbers, quaternions.

* Demographics of Bhutan * Data about population of Bhutan.

* P versus NP problem * Famous open problem about complexity classes of algorithms.

* Szilard engine * Hypothetical thermodynamic heat engine.

* Dialetheism * Philosophy view that some contradictions are true.

* Carleman’s theorem * Result about approximating analytic functions.

* Surreal numbers * Number system extending reals to infinitesimals.

* Superpermutation * String containing all permutations of a set as subsequences.

– Bioinformatics – analysis of biological data using computing/programming

– Computational chemistry – using computational methods to study chemical systems

– Dynamical systems – studying complex systems that evolve over time

– Automata theory – abstract computational devices/state machines

– Computational finance – using computational models for trading, risk, etc.

– Information theory – quantifying information, entropy, compression

– Computational biology – using computational methods to model biological systems

– Numerical analysis – study of algorithms for continuous math/physics problems

– Computational social science – using computational methods to study social phenomena

– Formal methods – mathematically rigorous techniques for software/hardware verification

– Computational photography – digital image processing techniques

– Computational learning theory – machine learning frameworks and guarantees

– Quantum computing – using quantum systems for computation

– Decision theory – modeling optimal decisions mathematically

– Computational semantics – applying logic/math to study meaning

– Biosemiotics – signs, symbols, meaning in biological systems

– Systems biology – computational models of complex biological systems

– Psychometrics – theory and methods for psychological measurement

– Computational linguistics – applying computer science to study language

[responsivevoice_button voice="US English Male"]

Leave a comment

Your email address will not be published. Required fields are marked *


2 − = one

Leave a Reply