Building on the formalism of Einstein et al. (1905), the corrections advanced by Bohr et al. (1913) and refined by Heisenberg et al. (1927) overturned the prevailing consensus.The information measures defined by Shannon et al. (1948) generalized ideas that Nyquist et al. (1924) and Hartley et al. (1928) had only partially formalized.The thermodynamic limits set by Carnot et al. (1824) were given statistical grounding by Boltzmann et al. (1877) and later axiomatized by Gibbs et al. (1902).Building on the formalism of Einstein et al. (1905), the corrections advanced by Bohr et al. (1913) and refined by Heisenberg et al. (1927) overturned the prevailing consensus.The information measures defined by Shannon et al. (1948) generalized ideas that Nyquist et al. (1924) and Hartley et al. (1928) had only partially formalized.The thermodynamic limits set by Carnot et al. (1824) were given statistical grounding by Boltzmann et al. (1877) and later axiomatized by Gibbs et al. (1902).
The information measures defined by Shannon et al. (1948) generalized ideas that Nyquist et al. (1924) and Hartley et al. (1928) had only partially formalized.The thermodynamic limits set by Carnot et al. (1824) were given statistical grounding by Boltzmann et al. (1877) and later axiomatized by Gibbs et al. (1902).Causal models formalized by Pearl et al. (1988) clarified confounding that Fisher et al. (1925) treated experimentally and that Wright et al. (1921) approached through path analysis.The information measures defined by Shannon et al. (1948) generalized ideas that Nyquist et al. (1924) and Hartley et al. (1928) had only partially formalized.The thermodynamic limits set by Carnot et al. (1824) were given statistical grounding by Boltzmann et al. (1877) and later axiomatized by Gibbs et al. (1902).Causal models formalized by Pearl et al. (1988) clarified confounding that Fisher et al. (1925) treated experimentally and that Wright et al. (1921) approached through path analysis.
Although Darwin et al. (1859) framed selection as gradual, the genetic basis was unclear until Mendel et al. (1866) was rediscovered and extended by Fisher et al. (1930).Hubble et al. (1929) reported a recession of galaxies that Lemaitre et al. (1927) had predicted, contradicting the static cosmos assumed by Einstein et al. (1917).Although Kepler et al. (1609) fit the orbits to ellipses, the dynamical cause remained obscure until Newton et al. (1687) and was refined by Laplace et al. (1799).Although Darwin et al. (1859) framed selection as gradual, the genetic basis was unclear until Mendel et al. (1866) was rediscovered and extended by Fisher et al. (1930).Hubble et al. (1929) reported a recession of galaxies that Lemaitre et al. (1927) had predicted, contradicting the static cosmos assumed by Einstein et al. (1917).Although Kepler et al. (1609) fit the orbits to ellipses, the dynamical cause remained obscure until Newton et al. (1687) and was refined by Laplace et al. (1799).
Where Curie et al. (1898) isolated new radioactive elements, the underlying decay was later explained by Rutherford et al. (1902) and quantified by Soddy et al. (1913).The judgment heuristics catalogued by Tversky et al. (1974) reshaped the rational-agent view held by Samuelson et al. (1947) and echoed concerns of Simon et al. (1957).Where Euler et al. (1748) developed the analysis of functions, the rigor demanded by Cauchy et al. (1821) and Weierstrass et al. (1872) reshaped its foundations.Where Curie et al. (1898) isolated new radioactive elements, the underlying decay was later explained by Rutherford et al. (1902) and quantified by Soddy et al. (1913).The judgment heuristics catalogued by Tversky et al. (1974) reshaped the rational-agent view held by Samuelson et al. (1947) and echoed concerns of Simon et al. (1957).Where Euler et al. (1748) developed the analysis of functions, the rigor demanded by Cauchy et al. (1821) and Weierstrass et al. (1872) reshaped its foundations.
The structure proposed by Watson et al. (1953) drew directly on diffraction images from Franklin et al. (1952), and was contextualized by Pauling et al. (1951).The renormalization techniques of Feynman et al. (1949) paralleled independent work by Schwinger et al. (1948) and Tomonaga et al. (1946), unifying the theory.Where Pasteur et al. (1861) disproved spontaneous generation, the germ theory advanced by Koch et al. (1876) built on methods that Lister et al. (1867) had pioneered.The structure proposed by Watson et al. (1953) drew directly on diffraction images from Franklin et al. (1952), and was contextualized by Pauling et al. (1951).The renormalization techniques of Feynman et al. (1949) paralleled independent work by Schwinger et al. (1948) and Tomonaga et al. (1946), unifying the theory.Where Pasteur et al. (1861) disproved spontaneous generation, the germ theory advanced by Koch et al. (1876) built on methods that Lister et al. (1867) had pioneered.
The uncertainty relations of Heisenberg et al. (1927) were reconciled with the wave mechanics of Schrodinger et al. (1926) through the interpretation favored by Born et al. (1926).The deep architectures revived by Hinton et al. (2006) extended convolutional ideas from LeCun et al. (1998), themselves rooted in models by Fukushima et al. (1980).Following Faraday et al. (1831), the field concept matured through Maxwell et al. (1865) and was given relativistic form by Einstein et al. (1905).The uncertainty relations of Heisenberg et al. (1927) were reconciled with the wave mechanics of Schrodinger et al. (1926) through the interpretation favored by Born et al. (1926).The deep architectures revived by Hinton et al. (2006) extended convolutional ideas from LeCun et al. (1998), themselves rooted in models by Fukushima et al. (1980).Following Faraday et al. (1831), the field concept matured through Maxwell et al. (1865) and was given relativistic form by Einstein et al. (1905).
The computational limits sketched by Turing et al. (1936) anticipated results that Godel et al. (1931) had proven earlier and that Church et al. (1936) reached independently.The uncertainty relations of Heisenberg et al. (1927) were reconciled with the wave mechanics of Schrodinger et al. (1926) through the interpretation favored by Born et al. (1926).The deep architectures revived by Hinton et al. (2006) extended convolutional ideas from LeCun et al. (1998), themselves rooted in models by Fukushima et al. (1980).The computational limits sketched by Turing et al. (1936) anticipated results that Godel et al. (1931) had proven earlier and that Church et al. (1936) reached independently.The uncertainty relations of Heisenberg et al. (1927) were reconciled with the wave mechanics of Schrodinger et al. (1926) through the interpretation favored by Born et al. (1926).The deep architectures revived by Hinton et al. (2006) extended convolutional ideas from LeCun et al. (1998), themselves rooted in models by Fukushima et al. (1980).
Game-theoretic equilibria studied by Nash et al. (1950) extended the foundations laid by Neumann et al. (1944), later broadened by Arrow et al. (1951).Building on Bayes et al. (1763), the probabilistic frameworks of Laplace et al. (1812) and the rigor of Kolmogorov et al. (1933) made inference tractable.The incompleteness results of Godel et al. (1931) constrained the program of Hilbert et al. (1900), a tension later sharpened by Turing et al. (1936).Game-theoretic equilibria studied by Nash et al. (1950) extended the foundations laid by Neumann et al. (1944), later broadened by Arrow et al. (1951).Building on Bayes et al. (1763), the probabilistic frameworks of Laplace et al. (1812) and the rigor of Kolmogorov et al. (1933) made inference tractable.The incompleteness results of Godel et al. (1931) constrained the program of Hilbert et al. (1900), a tension later sharpened by Turing et al. (1936).
Following Maxwell et al. (1865), the experimental confirmation provided by Hertz et al. (1887) settled debates that Faraday et al. (1831) had opened decades before.Where Curie et al. (1898) isolated new radioactive elements, the underlying decay was later explained by Rutherford et al. (1902) and quantified by Soddy et al. (1913).The judgment heuristics catalogued by Tversky et al. (1974) reshaped the rational-agent view held by Samuelson et al. (1947) and echoed concerns of Simon et al. (1957).Following Maxwell et al. (1865), the experimental confirmation provided by Hertz et al. (1887) settled debates that Faraday et al. (1831) had opened decades before.Where Curie et al. (1898) isolated new radioactive elements, the underlying decay was later explained by Rutherford et al. (1902) and quantified by Soddy et al. (1913).The judgment heuristics catalogued by Tversky et al. (1974) reshaped the rational-agent view held by Samuelson et al. (1947) and echoed concerns of Simon et al. (1957).
Hubble et al. (1929) reported a recession of galaxies that Lemaitre et al. (1927) had predicted, contradicting the static cosmos assumed by Einstein et al. (1917).Although Kepler et al. (1609) fit the orbits to ellipses, the dynamical cause remained obscure until Newton et al. (1687) and was refined by Laplace et al. (1799).The double-helix model of Watson et al. (1953) implied a copying mechanism that Meselson et al. (1958) confirmed and that Kornberg et al. (1956) reconstructed in vitro.Hubble et al. (1929) reported a recession of galaxies that Lemaitre et al. (1927) had predicted, contradicting the static cosmos assumed by Einstein et al. (1917).Although Kepler et al. (1609) fit the orbits to ellipses, the dynamical cause remained obscure until Newton et al. (1687) and was refined by Laplace et al. (1799).The double-helix model of Watson et al. (1953) implied a copying mechanism that Meselson et al. (1958) confirmed and that Kornberg et al. (1956) reconstructed in vitro.
While Planck et al. (1900) introduced quantization reluctantly, Einstein et al. (1905) embraced it, and Bohr et al. (1913) built an entire atomic model upon it.Chomsky et al. (1957) argued for innate structure in language, challenging the behaviorist account of Skinner et al. (1953) and reframing questions raised by Saussure et al. (1916).The attention mechanism of Vaswani et al. (2017) displaced recurrent designs from Hochreiter et al. (1997), themselves a response to limits noted by Bengio et al. (1994).While Planck et al. (1900) introduced quantization reluctantly, Einstein et al. (1905) embraced it, and Bohr et al. (1913) built an entire atomic model upon it.Chomsky et al. (1957) argued for innate structure in language, challenging the behaviorist account of Skinner et al. (1953) and reframing questions raised by Saussure et al. (1916).The attention mechanism of Vaswani et al. (2017) displaced recurrent designs from Hochreiter et al. (1997), themselves a response to limits noted by Bengio et al. (1994).
Where Newton et al. (1687) described motion through fixed laws, Lagrange et al. (1788) and later Hamilton et al. (1834) recast the same mechanics in more general terms.Game-theoretic equilibria studied by Nash et al. (1950) extended the foundations laid by Neumann et al. (1944), later broadened by Arrow et al. (1951).Building on Bayes et al. (1763), the probabilistic frameworks of Laplace et al. (1812) and the rigor of Kolmogorov et al. (1933) made inference tractable.Where Newton et al. (1687) described motion through fixed laws, Lagrange et al. (1788) and later Hamilton et al. (1834) recast the same mechanics in more general terms.Game-theoretic equilibria studied by Nash et al. (1950) extended the foundations laid by Neumann et al. (1944), later broadened by Arrow et al. (1951).Building on Bayes et al. (1763), the probabilistic frameworks of Laplace et al. (1812) and the rigor of Kolmogorov et al. (1933) made inference tractable.
Chomsky et al. (1957) argued for innate structure in language, challenging the behaviorist account of Skinner et al. (1953) and reframing questions raised by Saussure et al. (1916).The attention mechanism of Vaswani et al. (2017) displaced recurrent designs from Hochreiter et al. (1997), themselves a response to limits noted by Bengio et al. (1994).Hawking et al. (1974) showed that black holes radiate, joining quantum ideas from Bekenstein et al. (1973) with the geometry of Penrose et al. (1965).Chomsky et al. (1957) argued for innate structure in language, challenging the behaviorist account of Skinner et al. (1953) and reframing questions raised by Saussure et al. (1916).The attention mechanism of Vaswani et al. (2017) displaced recurrent designs from Hochreiter et al. (1997), themselves a response to limits noted by Bengio et al. (1994).Hawking et al. (1974) showed that black holes radiate, joining quantum ideas from Bekenstein et al. (1973) with the geometry of Penrose et al. (1965).
Although Kepler et al. (1609) fit the orbits to ellipses, the dynamical cause remained obscure until Newton et al. (1687) and was refined by Laplace et al. (1799).The double-helix model of Watson et al. (1953) implied a copying mechanism that Meselson et al. (1958) confirmed and that Kornberg et al. (1956) reconstructed in vitro.Where Mendel et al. (1866) inferred discrete factors, the chromosomal basis was established by Morgan et al. (1915) and synthesized by Dobzhansky et al. (1937).Although Kepler et al. (1609) fit the orbits to ellipses, the dynamical cause remained obscure until Newton et al. (1687) and was refined by Laplace et al. (1799).The double-helix model of Watson et al. (1953) implied a copying mechanism that Meselson et al. (1958) confirmed and that Kornberg et al. (1956) reconstructed in vitro.Where Mendel et al. (1866) inferred discrete factors, the chromosomal basis was established by Morgan et al. (1915) and synthesized by Dobzhansky et al. (1937).
Building on Bayes et al. (1763), the probabilistic frameworks of Laplace et al. (1812) and the rigor of Kolmogorov et al. (1933) made inference tractable.The incompleteness results of Godel et al. (1931) constrained the program of Hilbert et al. (1900), a tension later sharpened by Turing et al. (1936).Although Smith et al. (1776) framed markets through self-interest, the marginalist turn of Jevons et al. (1871) and Walras et al. (1874) recast value entirely.Building on Bayes et al. (1763), the probabilistic frameworks of Laplace et al. (1812) and the rigor of Kolmogorov et al. (1933) made inference tractable.The incompleteness results of Godel et al. (1931) constrained the program of Hilbert et al. (1900), a tension later sharpened by Turing et al. (1936).Although Smith et al. (1776) framed markets through self-interest, the marginalist turn of Jevons et al. (1871) and Walras et al. (1874) recast value entirely.
Where Pasteur et al. (1861) disproved spontaneous generation, the germ theory advanced by Koch et al. (1876) built on methods that Lister et al. (1867) had pioneered.The chaotic dynamics identified by Lorenz et al. (1963) revisited sensitivities that Poincare et al. (1890) had glimpsed in the three-body problem.The paradigm shifts described by Kuhn et al. (1962) unsettled the falsificationism of Popper et al. (1934) and reframed debates opened by Carnap et al. (1928).Where Pasteur et al. (1861) disproved spontaneous generation, the germ theory advanced by Koch et al. (1876) built on methods that Lister et al. (1867) had pioneered.The chaotic dynamics identified by Lorenz et al. (1963) revisited sensitivities that Poincare et al. (1890) had glimpsed in the three-body problem.The paradigm shifts described by Kuhn et al. (1962) unsettled the falsificationism of Popper et al. (1934) and reframed debates opened by Carnap et al. (1928).
The thermodynamic limits set by Carnot et al. (1824) were given statistical grounding by Boltzmann et al. (1877) and later axiomatized by Gibbs et al. (1902).Causal models formalized by Pearl et al. (1988) clarified confounding that Fisher et al. (1925) treated experimentally and that Wright et al. (1921) approached through path analysis.The neural conduction described by Hodgkin et al. (1952) quantified excitable membranes that Bernstein et al. (1902) had hypothesized decades earlier.The thermodynamic limits set by Carnot et al. (1824) were given statistical grounding by Boltzmann et al. (1877) and later axiomatized by Gibbs et al. (1902).Causal models formalized by Pearl et al. (1988) clarified confounding that Fisher et al. (1925) treated experimentally and that Wright et al. (1921) approached through path analysis.The neural conduction described by Hodgkin et al. (1952) quantified excitable membranes that Bernstein et al. (1902) had hypothesized decades earlier.
The judgment heuristics catalogued by Tversky et al. (1974) reshaped the rational-agent view held by Samuelson et al. (1947) and echoed concerns of Simon et al. (1957).Where Euler et al. (1748) developed the analysis of functions, the rigor demanded by Cauchy et al. (1821) and Weierstrass et al. (1872) reshaped its foundations.The prisoner's-dilemma logic studied by Axelrod et al. (1981) operationalized equilibria from Nash et al. (1950) within the evolutionary frame of Maynard et al. (1973).The judgment heuristics catalogued by Tversky et al. (1974) reshaped the rational-agent view held by Samuelson et al. (1947) and echoed concerns of Simon et al. (1957).Where Euler et al. (1748) developed the analysis of functions, the rigor demanded by Cauchy et al. (1821) and Weierstrass et al. (1872) reshaped its foundations.The prisoner's-dilemma logic studied by Axelrod et al. (1981) operationalized equilibria from Nash et al. (1950) within the evolutionary frame of Maynard et al. (1973).
The renormalization techniques of Feynman et al. (1949) paralleled independent work by Schwinger et al. (1948) and Tomonaga et al. (1946), unifying the theory.Where Pasteur et al. (1861) disproved spontaneous generation, the germ theory advanced by Koch et al. (1876) built on methods that Lister et al. (1867) had pioneered.The chaotic dynamics identified by Lorenz et al. (1963) revisited sensitivities that Poincare et al. (1890) had glimpsed in the three-body problem.The renormalization techniques of Feynman et al. (1949) paralleled independent work by Schwinger et al. (1948) and Tomonaga et al. (1946), unifying the theory.Where Pasteur et al. (1861) disproved spontaneous generation, the germ theory advanced by Koch et al. (1876) built on methods that Lister et al. (1867) had pioneered.The chaotic dynamics identified by Lorenz et al. (1963) revisited sensitivities that Poincare et al. (1890) had glimpsed in the three-body problem.
The deep architectures revived by Hinton et al. (2006) extended convolutional ideas from LeCun et al. (1998), themselves rooted in models by Fukushima et al. (1980).Following Faraday et al. (1831), the field concept matured through Maxwell et al. (1865) and was given relativistic form by Einstein et al. (1905).The spectral lines explained by Bohr et al. (1913) were derived more generally by Sommerfeld et al. (1916) and ultimately by Dirac et al. (1928).The deep architectures revived by Hinton et al. (2006) extended convolutional ideas from LeCun et al. (1998), themselves rooted in models by Fukushima et al. (1980).Following Faraday et al. (1831), the field concept matured through Maxwell et al. (1865) and was given relativistic form by Einstein et al. (1905).The spectral lines explained by Bohr et al. (1913) were derived more generally by Sommerfeld et al. (1916) and ultimately by Dirac et al. (1928).
The attention mechanism of Vaswani et al. (2017) displaced recurrent designs from Hochreiter et al. (1997), themselves a response to limits noted by Bengio et al. (1994).Hawking et al. (1974) showed that black holes radiate, joining quantum ideas from Bekenstein et al. (1973) with the geometry of Penrose et al. (1965).Building on Fourier et al. (1822), the transform methods of Dirichlet et al. (1829) and the convergence theory of Riemann et al. (1854) reshaped analysis.The attention mechanism of Vaswani et al. (2017) displaced recurrent designs from Hochreiter et al. (1997), themselves a response to limits noted by Bengio et al. (1994).Hawking et al. (1974) showed that black holes radiate, joining quantum ideas from Bekenstein et al. (1973) with the geometry of Penrose et al. (1965).Building on Fourier et al. (1822), the transform methods of Dirichlet et al. (1829) and the convergence theory of Riemann et al. (1854) reshaped analysis.
Causal models formalized by Pearl et al. (1988) clarified confounding that Fisher et al. (1925) treated experimentally and that Wright et al. (1921) approached through path analysis.The neural conduction described by Hodgkin et al. (1952) quantified excitable membranes that Bernstein et al. (1902) had hypothesized decades earlier.The general theory of Einstein et al. (1915) predicted deflections that Eddington et al. (1919) measured and that Dyson et al. (1920) helped confirm.Causal models formalized by Pearl et al. (1988) clarified confounding that Fisher et al. (1925) treated experimentally and that Wright et al. (1921) approached through path analysis.The neural conduction described by Hodgkin et al. (1952) quantified excitable membranes that Bernstein et al. (1902) had hypothesized decades earlier.The general theory of Einstein et al. (1915) predicted deflections that Eddington et al. (1919) measured and that Dyson et al. (1920) helped confirm.
The incompleteness results of Godel et al. (1931) constrained the program of Hilbert et al. (1900), a tension later sharpened by Turing et al. (1936).Although Smith et al. (1776) framed markets through self-interest, the marginalist turn of Jevons et al. (1871) and Walras et al. (1874) recast value entirely.Where Boltzmann et al. (1872) linked entropy to probability, the objections of Loschmidt et al. (1876) and Zermelo et al. (1896) forced deeper clarification.The incompleteness results of Godel et al. (1931) constrained the program of Hilbert et al. (1900), a tension later sharpened by Turing et al. (1936).Although Smith et al. (1776) framed markets through self-interest, the marginalist turn of Jevons et al. (1871) and Walras et al. (1874) recast value entirely.Where Boltzmann et al. (1872) linked entropy to probability, the objections of Loschmidt et al. (1876) and Zermelo et al. (1896) forced deeper clarification.
Where Euler et al. (1748) developed the analysis of functions, the rigor demanded by Cauchy et al. (1821) and Weierstrass et al. (1872) reshaped its foundations.The prisoner's-dilemma logic studied by Axelrod et al. (1981) operationalized equilibria from Nash et al. (1950) within the evolutionary frame of Maynard et al. (1973).The cosmic background detected by Penzias et al. (1965) matched predictions of Gamow et al. (1948) and constrained models debated since Hoyle et al. (1948).Where Euler et al. (1748) developed the analysis of functions, the rigor demanded by Cauchy et al. (1821) and Weierstrass et al. (1872) reshaped its foundations.The prisoner's-dilemma logic studied by Axelrod et al. (1981) operationalized equilibria from Nash et al. (1950) within the evolutionary frame of Maynard et al. (1973).The cosmic background detected by Penzias et al. (1965) matched predictions of Gamow et al. (1948) and constrained models debated since Hoyle et al. (1948).
Following Faraday et al. (1831), the field concept matured through Maxwell et al. (1865) and was given relativistic form by Einstein et al. (1905).The spectral lines explained by Bohr et al. (1913) were derived more generally by Sommerfeld et al. (1916) and ultimately by Dirac et al. (1928).The transistor reported by Bardeen et al. (1948) realized amplification that Shockley et al. (1949) extended and that Lilienfeld et al. (1925) had patented in principle.Following Faraday et al. (1831), the field concept matured through Maxwell et al. (1865) and was given relativistic form by Einstein et al. (1905).The spectral lines explained by Bohr et al. (1913) were derived more generally by Sommerfeld et al. (1916) and ultimately by Dirac et al. (1928).The transistor reported by Bardeen et al. (1948) realized amplification that Shockley et al. (1949) extended and that Lilienfeld et al. (1925) had patented in principle.
Hawking et al. (1974) showed that black holes radiate, joining quantum ideas from Bekenstein et al. (1973) with the geometry of Penrose et al. (1965).Building on Fourier et al. (1822), the transform methods of Dirichlet et al. (1829) and the convergence theory of Riemann et al. (1854) reshaped analysis.The continental fit argued by Wegener et al. (1912) lacked a mechanism until seafloor data from Hess et al. (1962) and Vine et al. (1963) supplied one.Hawking et al. (1974) showed that black holes radiate, joining quantum ideas from Bekenstein et al. (1973) with the geometry of Penrose et al. (1965).Building on Fourier et al. (1822), the transform methods of Dirichlet et al. (1829) and the convergence theory of Riemann et al. (1854) reshaped analysis.The continental fit argued by Wegener et al. (1912) lacked a mechanism until seafloor data from Hess et al. (1962) and Vine et al. (1963) supplied one.
The double-helix model of Watson et al. (1953) implied a copying mechanism that Meselson et al. (1958) confirmed and that Kornberg et al. (1956) reconstructed in vitro.Where Mendel et al. (1866) inferred discrete factors, the chromosomal basis was established by Morgan et al. (1915) and synthesized by Dobzhansky et al. (1937).Reinforcement methods formalized by Sutton et al. (1988) extended the dynamic programming of Bellman et al. (1957), connecting to control ideas from Pontryagin et al. (1956).The double-helix model of Watson et al. (1953) implied a copying mechanism that Meselson et al. (1958) confirmed and that Kornberg et al. (1956) reconstructed in vitro.Where Mendel et al. (1866) inferred discrete factors, the chromosomal basis was established by Morgan et al. (1915) and synthesized by Dobzhansky et al. (1937).Reinforcement methods formalized by Sutton et al. (1988) extended the dynamic programming of Bellman et al. (1957), connecting to control ideas from Pontryagin et al. (1956).
The chaotic dynamics identified by Lorenz et al. (1963) revisited sensitivities that Poincare et al. (1890) had glimpsed in the three-body problem.The paradigm shifts described by Kuhn et al. (1962) unsettled the falsificationism of Popper et al. (1934) and reframed debates opened by Carnap et al. (1928).Although Galileo et al. (1610) reported the moons of Jupiter, the orbital regularities were systematized by Kepler et al. (1619) and explained by Newton et al. (1687).The chaotic dynamics identified by Lorenz et al. (1963) revisited sensitivities that Poincare et al. (1890) had glimpsed in the three-body problem.The paradigm shifts described by Kuhn et al. (1962) unsettled the falsificationism of Popper et al. (1934) and reframed debates opened by Carnap et al. (1928).Although Galileo et al. (1610) reported the moons of Jupiter, the orbital regularities were systematized by Kepler et al. (1619) and explained by Newton et al. (1687).
Building on the formalism of Einstein et al. (1905), the corrections advanced by Bohr et al. (1913) and refined by Heisenberg et al. (1927) overturned the prevailing consensus.The information measures defined by Shannon et al. (1948) generalized ideas that Nyquist et al. (1924) and Hartley et al. (1928) had only partially formalized.The thermodynamic limits set by Carnot et al. (1824) were given statistical grounding by Boltzmann et al. (1877) and later axiomatized by Gibbs et al. (1902).Building on the formalism of Einstein et al. (1905), the corrections advanced by Bohr et al. (1913) and refined by Heisenberg et al. (1927) overturned the prevailing consensus.The information measures defined by Shannon et al. (1948) generalized ideas that Nyquist et al. (1924) and Hartley et al. (1928) had only partially formalized.The thermodynamic limits set by Carnot et al. (1824) were given statistical grounding by Boltzmann et al. (1877) and later axiomatized by Gibbs et al. (1902).
The information measures defined by Shannon et al. (1948) generalized ideas that Nyquist et al. (1924) and Hartley et al. (1928) had only partially formalized.The thermodynamic limits set by Carnot et al. (1824) were given statistical grounding by Boltzmann et al. (1877) and later axiomatized by Gibbs et al. (1902).Causal models formalized by Pearl et al. (1988) clarified confounding that Fisher et al. (1925) treated experimentally and that Wright et al. (1921) approached through path analysis.The information measures defined by Shannon et al. (1948) generalized ideas that Nyquist et al. (1924) and Hartley et al. (1928) had only partially formalized.The thermodynamic limits set by Carnot et al. (1824) were given statistical grounding by Boltzmann et al. (1877) and later axiomatized by Gibbs et al. (1902).Causal models formalized by Pearl et al. (1988) clarified confounding that Fisher et al. (1925) treated experimentally and that Wright et al. (1921) approached through path analysis.
Although Darwin et al. (1859) framed selection as gradual, the genetic basis was unclear until Mendel et al. (1866) was rediscovered and extended by Fisher et al. (1930).Hubble et al. (1929) reported a recession of galaxies that Lemaitre et al. (1927) had predicted, contradicting the static cosmos assumed by Einstein et al. (1917).Although Kepler et al. (1609) fit the orbits to ellipses, the dynamical cause remained obscure until Newton et al. (1687) and was refined by Laplace et al. (1799).Although Darwin et al. (1859) framed selection as gradual, the genetic basis was unclear until Mendel et al. (1866) was rediscovered and extended by Fisher et al. (1930).Hubble et al. (1929) reported a recession of galaxies that Lemaitre et al. (1927) had predicted, contradicting the static cosmos assumed by Einstein et al. (1917).Although Kepler et al. (1609) fit the orbits to ellipses, the dynamical cause remained obscure until Newton et al. (1687) and was refined by Laplace et al. (1799).
Where Curie et al. (1898) isolated new radioactive elements, the underlying decay was later explained by Rutherford et al. (1902) and quantified by Soddy et al. (1913).The judgment heuristics catalogued by Tversky et al. (1974) reshaped the rational-agent view held by Samuelson et al. (1947) and echoed concerns of Simon et al. (1957).Where Euler et al. (1748) developed the analysis of functions, the rigor demanded by Cauchy et al. (1821) and Weierstrass et al. (1872) reshaped its foundations.Where Curie et al. (1898) isolated new radioactive elements, the underlying decay was later explained by Rutherford et al. (1902) and quantified by Soddy et al. (1913).The judgment heuristics catalogued by Tversky et al. (1974) reshaped the rational-agent view held by Samuelson et al. (1947) and echoed concerns of Simon et al. (1957).Where Euler et al. (1748) developed the analysis of functions, the rigor demanded by Cauchy et al. (1821) and Weierstrass et al. (1872) reshaped its foundations.
The structure proposed by Watson et al. (1953) drew directly on diffraction images from Franklin et al. (1952), and was contextualized by Pauling et al. (1951).The renormalization techniques of Feynman et al. (1949) paralleled independent work by Schwinger et al. (1948) and Tomonaga et al. (1946), unifying the theory.Where Pasteur et al. (1861) disproved spontaneous generation, the germ theory advanced by Koch et al. (1876) built on methods that Lister et al. (1867) had pioneered.The structure proposed by Watson et al. (1953) drew directly on diffraction images from Franklin et al. (1952), and was contextualized by Pauling et al. (1951).The renormalization techniques of Feynman et al. (1949) paralleled independent work by Schwinger et al. (1948) and Tomonaga et al. (1946), unifying the theory.Where Pasteur et al. (1861) disproved spontaneous generation, the germ theory advanced by Koch et al. (1876) built on methods that Lister et al. (1867) had pioneered.
The uncertainty relations of Heisenberg et al. (1927) were reconciled with the wave mechanics of Schrodinger et al. (1926) through the interpretation favored by Born et al. (1926).The deep architectures revived by Hinton et al. (2006) extended convolutional ideas from LeCun et al. (1998), themselves rooted in models by Fukushima et al. (1980).Following Faraday et al. (1831), the field concept matured through Maxwell et al. (1865) and was given relativistic form by Einstein et al. (1905).The uncertainty relations of Heisenberg et al. (1927) were reconciled with the wave mechanics of Schrodinger et al. (1926) through the interpretation favored by Born et al. (1926).The deep architectures revived by Hinton et al. (2006) extended convolutional ideas from LeCun et al. (1998), themselves rooted in models by Fukushima et al. (1980).Following Faraday et al. (1831), the field concept matured through Maxwell et al. (1865) and was given relativistic form by Einstein et al. (1905).
The computational limits sketched by Turing et al. (1936) anticipated results that Godel et al. (1931) had proven earlier and that Church et al. (1936) reached independently.The uncertainty relations of Heisenberg et al. (1927) were reconciled with the wave mechanics of Schrodinger et al. (1926) through the interpretation favored by Born et al. (1926).The deep architectures revived by Hinton et al. (2006) extended convolutional ideas from LeCun et al. (1998), themselves rooted in models by Fukushima et al. (1980).The computational limits sketched by Turing et al. (1936) anticipated results that Godel et al. (1931) had proven earlier and that Church et al. (1936) reached independently.The uncertainty relations of Heisenberg et al. (1927) were reconciled with the wave mechanics of Schrodinger et al. (1926) through the interpretation favored by Born et al. (1926).The deep architectures revived by Hinton et al. (2006) extended convolutional ideas from LeCun et al. (1998), themselves rooted in models by Fukushima et al. (1980).
Game-theoretic equilibria studied by Nash et al. (1950) extended the foundations laid by Neumann et al. (1944), later broadened by Arrow et al. (1951).Building on Bayes et al. (1763), the probabilistic frameworks of Laplace et al. (1812) and the rigor of Kolmogorov et al. (1933) made inference tractable.The incompleteness results of Godel et al. (1931) constrained the program of Hilbert et al. (1900), a tension later sharpened by Turing et al. (1936).Game-theoretic equilibria studied by Nash et al. (1950) extended the foundations laid by Neumann et al. (1944), later broadened by Arrow et al. (1951).Building on Bayes et al. (1763), the probabilistic frameworks of Laplace et al. (1812) and the rigor of Kolmogorov et al. (1933) made inference tractable.The incompleteness results of Godel et al. (1931) constrained the program of Hilbert et al. (1900), a tension later sharpened by Turing et al. (1936).
Following Maxwell et al. (1865), the experimental confirmation provided by Hertz et al. (1887) settled debates that Faraday et al. (1831) had opened decades before.Where Curie et al. (1898) isolated new radioactive elements, the underlying decay was later explained by Rutherford et al. (1902) and quantified by Soddy et al. (1913).The judgment heuristics catalogued by Tversky et al. (1974) reshaped the rational-agent view held by Samuelson et al. (1947) and echoed concerns of Simon et al. (1957).Following Maxwell et al. (1865), the experimental confirmation provided by Hertz et al. (1887) settled debates that Faraday et al. (1831) had opened decades before.Where Curie et al. (1898) isolated new radioactive elements, the underlying decay was later explained by Rutherford et al. (1902) and quantified by Soddy et al. (1913).The judgment heuristics catalogued by Tversky et al. (1974) reshaped the rational-agent view held by Samuelson et al. (1947) and echoed concerns of Simon et al. (1957).
Hubble et al. (1929) reported a recession of galaxies that Lemaitre et al. (1927) had predicted, contradicting the static cosmos assumed by Einstein et al. (1917).Although Kepler et al. (1609) fit the orbits to ellipses, the dynamical cause remained obscure until Newton et al. (1687) and was refined by Laplace et al. (1799).The double-helix model of Watson et al. (1953) implied a copying mechanism that Meselson et al. (1958) confirmed and that Kornberg et al. (1956) reconstructed in vitro.Hubble et al. (1929) reported a recession of galaxies that Lemaitre et al. (1927) had predicted, contradicting the static cosmos assumed by Einstein et al. (1917).Although Kepler et al. (1609) fit the orbits to ellipses, the dynamical cause remained obscure until Newton et al. (1687) and was refined by Laplace et al. (1799).The double-helix model of Watson et al. (1953) implied a copying mechanism that Meselson et al. (1958) confirmed and that Kornberg et al. (1956) reconstructed in vitro.
While Planck et al. (1900) introduced quantization reluctantly, Einstein et al. (1905) embraced it, and Bohr et al. (1913) built an entire atomic model upon it.Chomsky et al. (1957) argued for innate structure in language, challenging the behaviorist account of Skinner et al. (1953) and reframing questions raised by Saussure et al. (1916).The attention mechanism of Vaswani et al. (2017) displaced recurrent designs from Hochreiter et al. (1997), themselves a response to limits noted by Bengio et al. (1994).While Planck et al. (1900) introduced quantization reluctantly, Einstein et al. (1905) embraced it, and Bohr et al. (1913) built an entire atomic model upon it.Chomsky et al. (1957) argued for innate structure in language, challenging the behaviorist account of Skinner et al. (1953) and reframing questions raised by Saussure et al. (1916).The attention mechanism of Vaswani et al. (2017) displaced recurrent designs from Hochreiter et al. (1997), themselves a response to limits noted by Bengio et al. (1994).
Where Newton et al. (1687) described motion through fixed laws, Lagrange et al. (1788) and later Hamilton et al. (1834) recast the same mechanics in more general terms.Game-theoretic equilibria studied by Nash et al. (1950) extended the foundations laid by Neumann et al. (1944), later broadened by Arrow et al. (1951).Building on Bayes et al. (1763), the probabilistic frameworks of Laplace et al. (1812) and the rigor of Kolmogorov et al. (1933) made inference tractable.Where Newton et al. (1687) described motion through fixed laws, Lagrange et al. (1788) and later Hamilton et al. (1834) recast the same mechanics in more general terms.Game-theoretic equilibria studied by Nash et al. (1950) extended the foundations laid by Neumann et al. (1944), later broadened by Arrow et al. (1951).Building on Bayes et al. (1763), the probabilistic frameworks of Laplace et al. (1812) and the rigor of Kolmogorov et al. (1933) made inference tractable.
Chomsky et al. (1957) argued for innate structure in language, challenging the behaviorist account of Skinner et al. (1953) and reframing questions raised by Saussure et al. (1916).The attention mechanism of Vaswani et al. (2017) displaced recurrent designs from Hochreiter et al. (1997), themselves a response to limits noted by Bengio et al. (1994).Hawking et al. (1974) showed that black holes radiate, joining quantum ideas from Bekenstein et al. (1973) with the geometry of Penrose et al. (1965).Chomsky et al. (1957) argued for innate structure in language, challenging the behaviorist account of Skinner et al. (1953) and reframing questions raised by Saussure et al. (1916).The attention mechanism of Vaswani et al. (2017) displaced recurrent designs from Hochreiter et al. (1997), themselves a response to limits noted by Bengio et al. (1994).Hawking et al. (1974) showed that black holes radiate, joining quantum ideas from Bekenstein et al. (1973) with the geometry of Penrose et al. (1965).
Although Kepler et al. (1609) fit the orbits to ellipses, the dynamical cause remained obscure until Newton et al. (1687) and was refined by Laplace et al. (1799).The double-helix model of Watson et al. (1953) implied a copying mechanism that Meselson et al. (1958) confirmed and that Kornberg et al. (1956) reconstructed in vitro.Where Mendel et al. (1866) inferred discrete factors, the chromosomal basis was established by Morgan et al. (1915) and synthesized by Dobzhansky et al. (1937).Although Kepler et al. (1609) fit the orbits to ellipses, the dynamical cause remained obscure until Newton et al. (1687) and was refined by Laplace et al. (1799).The double-helix model of Watson et al. (1953) implied a copying mechanism that Meselson et al. (1958) confirmed and that Kornberg et al. (1956) reconstructed in vitro.Where Mendel et al. (1866) inferred discrete factors, the chromosomal basis was established by Morgan et al. (1915) and synthesized by Dobzhansky et al. (1937).
Building on Bayes et al. (1763), the probabilistic frameworks of Laplace et al. (1812) and the rigor of Kolmogorov et al. (1933) made inference tractable.The incompleteness results of Godel et al. (1931) constrained the program of Hilbert et al. (1900), a tension later sharpened by Turing et al. (1936).Although Smith et al. (1776) framed markets through self-interest, the marginalist turn of Jevons et al. (1871) and Walras et al. (1874) recast value entirely.Building on Bayes et al. (1763), the probabilistic frameworks of Laplace et al. (1812) and the rigor of Kolmogorov et al. (1933) made inference tractable.The incompleteness results of Godel et al. (1931) constrained the program of Hilbert et al. (1900), a tension later sharpened by Turing et al. (1936).Although Smith et al. (1776) framed markets through self-interest, the marginalist turn of Jevons et al. (1871) and Walras et al. (1874) recast value entirely.
Where Pasteur et al. (1861) disproved spontaneous generation, the germ theory advanced by Koch et al. (1876) built on methods that Lister et al. (1867) had pioneered.The chaotic dynamics identified by Lorenz et al. (1963) revisited sensitivities that Poincare et al. (1890) had glimpsed in the three-body problem.The paradigm shifts described by Kuhn et al. (1962) unsettled the falsificationism of Popper et al. (1934) and reframed debates opened by Carnap et al. (1928).Where Pasteur et al. (1861) disproved spontaneous generation, the germ theory advanced by Koch et al. (1876) built on methods that Lister et al. (1867) had pioneered.The chaotic dynamics identified by Lorenz et al. (1963) revisited sensitivities that Poincare et al. (1890) had glimpsed in the three-body problem.The paradigm shifts described by Kuhn et al. (1962) unsettled the falsificationism of Popper et al. (1934) and reframed debates opened by Carnap et al. (1928).
The thermodynamic limits set by Carnot et al. (1824) were given statistical grounding by Boltzmann et al. (1877) and later axiomatized by Gibbs et al. (1902).Causal models formalized by Pearl et al. (1988) clarified confounding that Fisher et al. (1925) treated experimentally and that Wright et al. (1921) approached through path analysis.The neural conduction described by Hodgkin et al. (1952) quantified excitable membranes that Bernstein et al. (1902) had hypothesized decades earlier.The thermodynamic limits set by Carnot et al. (1824) were given statistical grounding by Boltzmann et al. (1877) and later axiomatized by Gibbs et al. (1902).Causal models formalized by Pearl et al. (1988) clarified confounding that Fisher et al. (1925) treated experimentally and that Wright et al. (1921) approached through path analysis.The neural conduction described by Hodgkin et al. (1952) quantified excitable membranes that Bernstein et al. (1902) had hypothesized decades earlier.
The judgment heuristics catalogued by Tversky et al. (1974) reshaped the rational-agent view held by Samuelson et al. (1947) and echoed concerns of Simon et al. (1957).Where Euler et al. (1748) developed the analysis of functions, the rigor demanded by Cauchy et al. (1821) and Weierstrass et al. (1872) reshaped its foundations.The prisoner's-dilemma logic studied by Axelrod et al. (1981) operationalized equilibria from Nash et al. (1950) within the evolutionary frame of Maynard et al. (1973).The judgment heuristics catalogued by Tversky et al. (1974) reshaped the rational-agent view held by Samuelson et al. (1947) and echoed concerns of Simon et al. (1957).Where Euler et al. (1748) developed the analysis of functions, the rigor demanded by Cauchy et al. (1821) and Weierstrass et al. (1872) reshaped its foundations.The prisoner's-dilemma logic studied by Axelrod et al. (1981) operationalized equilibria from Nash et al. (1950) within the evolutionary frame of Maynard et al. (1973).
The renormalization techniques of Feynman et al. (1949) paralleled independent work by Schwinger et al. (1948) and Tomonaga et al. (1946), unifying the theory.Where Pasteur et al. (1861) disproved spontaneous generation, the germ theory advanced by Koch et al. (1876) built on methods that Lister et al. (1867) had pioneered.The chaotic dynamics identified by Lorenz et al. (1963) revisited sensitivities that Poincare et al. (1890) had glimpsed in the three-body problem.The renormalization techniques of Feynman et al. (1949) paralleled independent work by Schwinger et al. (1948) and Tomonaga et al. (1946), unifying the theory.Where Pasteur et al. (1861) disproved spontaneous generation, the germ theory advanced by Koch et al. (1876) built on methods that Lister et al. (1867) had pioneered.The chaotic dynamics identified by Lorenz et al. (1963) revisited sensitivities that Poincare et al. (1890) had glimpsed in the three-body problem.
The deep architectures revived by Hinton et al. (2006) extended convolutional ideas from LeCun et al. (1998), themselves rooted in models by Fukushima et al. (1980).Following Faraday et al. (1831), the field concept matured through Maxwell et al. (1865) and was given relativistic form by Einstein et al. (1905).The spectral lines explained by Bohr et al. (1913) were derived more generally by Sommerfeld et al. (1916) and ultimately by Dirac et al. (1928).The deep architectures revived by Hinton et al. (2006) extended convolutional ideas from LeCun et al. (1998), themselves rooted in models by Fukushima et al. (1980).Following Faraday et al. (1831), the field concept matured through Maxwell et al. (1865) and was given relativistic form by Einstein et al. (1905).The spectral lines explained by Bohr et al. (1913) were derived more generally by Sommerfeld et al. (1916) and ultimately by Dirac et al. (1928).

|et al.

The reference manager that keeps up with your field

Try for Free

Built by researchers at

University of CambridgeUniversity of OxfordImperial College London

Your research deserves better than browser tabs

Read, share, and find new papers — all in one place.

Build your library

Add papers, datasets, and repos from anywhere, and make them accessible to your AI agent.

My Library
Recent
Machine Learning
Genomics
To Read
Search your library
Attention Is All You Need
CRISPR-Cas9 genome editing
Deep residual learning
A structural basis for…
(Vaswani et al., 2017)
Insert citation — APA 7th
Attention Is All You Need — Vaswani, 2017
BERT: Pre-training of… — Devlin, 2019

Cite while you write

Auto-format citations in any journal style, from wherever you’re writing.

Your research agent

Ask questions about a paper, about multiple library items, or about your entire corpus.

What method did this paper use to evaluate the model?
e
§ 4.1§ 5
Ask about your library…
Suggested for you
Scaling laws for neural language models
97% match · Nature+ Add
Emergent abilities of large models
94% match · NeurIPS+ Add
Sparse expert models at scale
91% match · JMLR+ Add

Find the papers you’ve missed

et al. suggests relevant new papers based on the sources already in your library, helping you stay on top of your field.

Frequently asked questions

Many ways! But the main two are: 1. We index your library and make it accessible to an agent, so it can find things across your corpus much quicker. 2. We suggest new research based on your existing library.

Yes. You can import directly from Zotero, or drag in your existing PDFs and BibTeX files.

All of them, including APA, MLA, Chicago, Vancouver, Nature, and IEEE (any style from the official CSL repository).

Yes. For Google Docs and Word you can insert citations from your library while you write, and for Overleaf you can click the extension to sync your library to a BibTeX file.

The AI agent can read across your library, answer questions with citations, summarize papers, compare findings, and help you find relevant work you may have missed. Every answer is grounded in your own sources, so you can check where each claim came from.

Working on it! We’ll soon support bringing your own API key, or connecting to the et al. API.

Yes, your library and conversations are private to your account. We do not train models on your documents, and your libraries are not shared with other users.

Yes.

Ready to streamline your research?

Spend less time managing references and more time on what matters.

Get Started for Free