收稿范围 |
Biophysical Chemistry publishes original work and reviews in the areas of chemistryand physics directly impacting biological phenomena. Quantitative analysis of the properties of biological macromolecules, biologically active molecules, macromolecular assemblies and cell components in terms of kinetics, thermodynamics, spatio-temporal organization, NMR and X-ray structural biology, as well as single-molecule detection represent a major focus of the journal. Theoretical and computational treatments of biomacromolecular systems, macromolecular interactions, regulatory control and systems biology are also of interest to the journal.
The journal publishes regular articles, letters and invited reviews. Manuscripts that fall outside the scopes and interests of the journal are returned to the Authors without in-depth review. Relevant manuscripts are reviewed expeditiously with decisions generally made within 3 weeks from receipt. Letters are short articles (6 printed pages maximum) reporting results of unusual timeliness and significance. Decisions on Letters are made within 1-2 weeks from receipt and publication is offered only to manuscripts requiring minor revision. Reviews are published by invitation from the Editors, but suggestions are welcome at any time. Authors can now submit supplementary material for online publication on ScienceDirect http://www.sciencedirect.com/science/journal/03014622. See our Guide for Authors http://www.elsevier.com/journals/biophysical-chemistry/0301-4622/guide-for-authors for more information.
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编辑信息 |
Editors Founding Honorary Editor Advisory Editorial Board W. BujalowskiGalveston, Texas, USA![T.V. 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T.V. ChalikianToronto, Ontario, Canada (1) Physical chemistry of proteins and nucleic acids.(2) Thermodynamics of folding and binding events involving proteins and nucleic acids.(3) Volumetric and high pressure properties of biopolymers.(4) Hydration of proteins and nucleic acids.(5) Cosolvent-induced modulation of biochemical equilibria.(6) DNA molecules with a potential to form G-quadruplexes and i-motifs.![N. 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N. ChattopadhyayKolkata, India Photochemistry, Biophysical Chemistry, Surface Chemistry, Fluorescence sensing, Steady state and time-resolved fluorescence, Binding of drugs with proteins and DNA, Host-guest supramolecular chemistry, Drug delivery and drug excretion.![A. 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A. CooperGlasgow, Scotland, UK Protein folding, stability and interactionsThermodynamics & microcalorimetryThermodynamic fluctuationsDynamic allosterySurfactant proteins![V. De 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V. De FilippisPadova, Italy 1) protein structure, folding and stability; 2) blood coagulation mechanisms; 3) thermodynamics of ligand-protein interaction;4) proteolytic enzymes;5) protein misfolding and aggregation.![W. 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wyyf6uJ3/wB1SaAO5+Gmk6pb+P8ARbqXTryO3W5UNK0DBBngZOMV7V8WdN1HUItJ/s6xuLpkaXeIYi5AOzrjp0oA4q50DxFLcoiaNqMaoh/eJA3zEqOPzGOvetHQrHX9LsZ7ebwndXBd9wZlAyNjLtbIORls/UUAbP2vXN0zJ4KuAZAQP3ijb9/BGV/2x/3z27U1bxQkRi/4RWXaI3jVvMQNhkK8nHOCdwoA0bS68Qw2scTeB0k2DarGZc7R0z74xzRQBqv4Nvpblnt/stjCeBGhLEfkBUn/AAr+KSSJrvU53ZWyvloF5wfUmgCl8O/PTxL4ugn2lobmGMEDGQEIB+uBXgvxIRn+JeuIilma7OAO/SgDtfh/4203QpYrXVZri9uLsJF9mNqv7p84GGJ969ykgtW+aTSST/1zU0AU5bbS8EyaNP8AVYs/yNZd1L4et1Jl0jUcD+7Zuf6UAYV34x8D2HFxYapHjrmzcY+vpTLPxj4E1VxHaW1/M56KsJzQB0Men+HZYhI1pcRZ6LIAD+VRvp3hsdYn/FV/woAkTQ9AljLparJjt5KMf1FZc03g60mMU8AhkXqH0zB/9BoAPt3gp1AMsAxyP9AIx/47Txq/hCA7orhQ46FLQg/ntoAgtvEWhyaxYRRG5DPdRpGQnBYsAM46DnvW5478V3nhc6abXT2u1uneOVlRm8pRt+bCg+tAHHN8V7mOUrJAQpOci2lyPwMY/DrTk+L0lyktvJZiP5QqyeTMQ+RyeFBGPpQBRk+JN7HZzeTbLNKV4j/s+YbiOVAOe565/Wslfif4okKf8U2vyDaP3Evv/iaAL8XxN8ULEqjw9gAYA+zTUUARa98WfF9hqs2nsNItXjYKXjBlUZ5znJzXNah8RfE158s/jCRFP8NlbbCPxwp/WgD1b4P351PQprqeUy3vEdxI4+eQhnKs3c8EDJ9K8P8AiI234qayfS8/oKALGtpef8I47y6e8DJsfzmYHceMFcLxx057nrWNZ+O/GGnKBb67qSqOgaVmH5GgD1TR5fiZe6Ta6gni+FY7iJZQklsjEAjODla27TVPiJayBZ9Y0y656SWeM/8AfJFAGvD4w1G6vH0u90G0nl8sHz1f93n3RgSPzqS106y07zZooII7iY7pGjiCDPsB0FAFKbUdspXAwPWkW6hlAaRcmgDXsJYEAePKEHpmoddsY9Th5AZvXuKAOSsrfTI777DqgaGQnCSAfK319K3F8KWnUyj8Ih/jQBNdaJYafJpkkZYyfbbTBCgDPnL1rQ+IfiE+HobOcFSzbwAe/SgDgx8U3bAaGA/hUw+J/wAxHlW4x/s0AKPidGMnEGQP7gqJ/ikyvx5H/fAoAF+KUpXIEP8A3wKKAOQbTNIFs8kdmXl2k5kYtggjt6YNXdAPhtbO9fU/MiuUH+jR28eAxx3wKAPR/hJL9ot72UkbhHHG2D6NIRn/AL6rjfHnhi1nj8Q+IGZRcRXzqP3a9ioHbPfrmgDFt49LtDaCGXNxLPal0aZZD99TgfL9cjdxxmvoYNbPqT2f2Efu1DGQxDb9M4680AQm2gRpMxR7AzcYHHNcz4kuV0+xi8mOE3E7YhVRnPufpxQBTtohptoFzunk+aV+5NV7i7YgjOD9aAKLZfg49quwwqCOPxoA1oLbzY/kzyM0EvCcMeRQBg+JdNGoWnnRgCZO+Kg8Ja2zAabfec0iKWjYSY+UDpQB09vNZXPiGz03y7h97edmSXhTEVcY49QK5r4929xPpGk/ZomkczOCFOMDAoA8QsNB1a71G1sxbNGbiZIg7n5VLEAE/nXotz8E9etbaSaTUrUqoyQiMzH2A7mgDMsPhXq93dpDNcm1V22754Co9h1610Y+Bdyo/ea/bA/9c/8A69AEqfBCXYP+Kgt/wj/+vRQB5zJZeMZ0JGm6mEIP3LZgMH8K9Y8A+DbbVfClpPfWaG4IYSGdfmzuI5zzQB6B4e0Oz0K/uILK1igRoELGNcbjubk/nXnnjltvhHxUMA/8TFxz7lKAOIEGoxWlrcO0sdkHtwFURlM7lI5zu9+nHevoUkx6xeOqqP3cZLDqcZ9v6/hQA1g7xySFmHLcDvya4yFGv9U+1ScpAiwxhh0wOf1zQBYuoW3HvnmsieNgN2DQBWEvy88YqeC8A5zQBr2OoANtJOPapLqdZG4H0oAiU5XaeQRXO3tsdOvY7uJFyjZA7H2PtQBi6V8Xru48Zafp8/h6xilN2tt5od9ybmCkjJ9K9C+Ko/4lmnt6TMP0oA85mhjgGnuJfK37ZHlPRSG68+mK6271Kzlhmhn8X2vllnjKyOh3qO/3uhoAxbCPSD5NpZ6zDLKrmVIopFdt2OSOSelaVy9nYxedqWsXVqOB86/1xQBZhu/DTQoT4kuckZPT/CigD0mC3U2UKNncYxzn2rH0EmPTTH0xLL0/32oA2LIk3khbG7y16fU15P47A/4RbxcGOANRJH5R0AcBcGZtPtfMXSWji8kxmO5JlTlei7uD1yMetfQXiuNYfD2oXNqHjupFTLruB4YflQBm6ReSx+GbCcNJKzL85LEk8nmqumRYsw+OXYt+ZoAuTJna2ODwaytQjTy8K2R2oA5q4kCOw7VWScjFAFyG6IOcn860YpiwBHSgC9Ax5Peqepne2GGcUAeM7dnxftAe+qwN+bqf619AfFcf8SWxP/TwR/46aAPKdZYvo/zbSBbMAAhHHPXPX8K88+zx4yFH5UAdx8IYo1+JFhlQfklPT/YNeofFuNJ/ClwxC7o54gD7bl/xoA8qFgEUL9stm4HKuSP5UUAfS8bfu4eB930rFsTthkA4xI//AKEaANSwbN/Iv/TIH9TXlvjzjw14yHpffzWKgDz7VofLtLdoodN8sW9u5ZQqzISEJ4BySfpXvXxJkdPhrrUkbsjrbghlOCPmFAHPeBLv7T8NtJaRmaUwMCWYksQx7+tbWlxgwLkg44xQBeuIAIyrCuYv4JB5ijoOaAOce2kY5yOah8khgrd6ANG0s4QQWbrWslog4QZHfBoAXcsR24wap343MjfoKAPINRAj+MVmw6G/tW/VK97+LXHh2yb0uwP/ABxqAPKNdZv7DiJPW1bHBHHP51xlrpGqX0ayWtnLKjkBWVcgnO3+ZAoA7L4YabqOmfEvTY7+1e3aSGV0DjG5djcj2r0j4qxt/wAIjdBckvPEcf8AA1oA8ph0+6EKg2swOO8ZooA+lIcNHETnp2NYlifll/66v/6EaANXTv8AkIt/1x/rXmHj8f8AFO+Nh6Xan/xyGgDzPVTDcaVaTEWUmyGFVnSc+cWGBtZfYDHTgAc19B/ERA/wy1rr/wAeef5UAcV8OdRl/wCFeaZEsLyeWjn5D6O3U54+ldTo+o2lxGwSdDIhw655U+4oAuanqcEETGSVAAMkFgOK4m58Zaa7vGH+YHgkjmgDKlvxI7PC6leuM1nT63EsimSVE2KSSzAUAQyeKooVysm/PQIM1NZePJfMCxwHH+2aAOh/4SM3NtvFojyYztEwBP5isdfF0+rW0otNLuo5oWKkTAAFvTINAEMfgS3n1u21zV9Te31Oa6ilhtkQFV27eGPvjt0r0n4t8eFrU+l6v/oD0AeO6w9z/ZLJPGyBIGCZUjIxn8aveCp7WDTtIQyRR3E92nVfmfE6cZ7kDNAG5oDtJ8XfDzls79MyRuyR8j11fxPmB8LXRG4eVPDk/wDbRelAHAHWnbBiurwpgY3lc/oKKAPcbBzJY2bkt8yAnH0rMsuk4/6av/M0Aammn/iYEesR/mK838eRl9E8coqkkTocAf8ATKI0AeRSaVFHpEd158qoUV41eDBkc43bTnJUHPJ44r6Q8dEv8MdY+U82DH/x2gDzz4LXDS+GI4UOStwqMo7qWkJz+VdT4n8E2d9q8F1bzPbIsiCWOE7fMBYDkjnvQAzVPC1taskOmwobiU43vzt9z615p440a+03WLU2eqSG1MY89JFCvHJ3HA5H50AL4Nu/t+sx6dqFvDeWsjbWaSMZA9asaj4A8PwyT3tiECrmeMbyQRncAOcdKAOHvpJZLjaH2xMeCp5I+tO03Q7pr1n+3y+UclVVjn2zQB3Hh/SNQEuLpRIiHiXGMiuztLWMWwyo+WQlQB/tGgDLiuYtRu4rlJCRHOpOf4R/kV1vxc/5FK3Ppep/6A9AHm/jGd28PWMKl44TaFvKDfITt+9jOM9ea46K7l0nTPDup28URnguJZBuX7xVkIzjBx+NAG/8M9SvNU+KumT3Um4hJUUAcKuxsKPYZr0f4kx48I6lwMm5jJxj/novWgDy6EfuV+lFAH0JpBDaNp7ZUEwpjJ9hWdZH57oek70AaenH/iaqP+mLfzWuC8aP5Wn+OWKkgNGcA4/5Yx0AeX6nJpi6FCYLuXzvsUe6P7WWTOFz8pHBzn5c8Yz0r2PxleXOpeA7+C2aGOyFgN9w78M/9wYYEHp1BBzQBwXwdguNN1PUdMeRfONvIFCHILq3BH5mvU9KtphpSefIXnmLO2f4TnA/lQAzWGlhaO7GdnXjqMdRXAeLrgavKohXzGc4zjp9aALOh+EobHR5drt/aFzgFk6ovtXR3+kW2lfY9MiiQQi0Ee3HHTBoA83uPB9rFB5XMaxk7H645+6f6VHp1g9nMBMMop+8OlAHaW15E6BIBn6dKvxsIhHjnBGaAMLVol0HT9QupFCNNINq56b2wP512PxYGfCEXGcXaH/x1qAPNfGgWTRbGZQgDWZyqnocen/664W8wfDGkKrSFvMnLAjCjlcY9aAN34TZX4m6WOcHzf8A0W1ep/EgD/hEdSH/AE8p/wCjFoA8uh/1K89qKAPftCYHQNKJYDMCdTj+EfnWdaH/AEm9Ud7hvw4FAGtp3GqIP+mLfzWuL8VzPBH43kjXc6LGwXnn9ynpz2oA8r1dtRg8DW0lyyzQTWiiB2RYmRQANuCMuB2Kn1zUo1m/1zT2t7HQ3iKoktzPHI2xY0AJJyOnGeSfagC5pWuroHju1vg6mI3hhlw38DfKefUZz9RXvFwAuqMAxIeNXHp1OcfpQBX1W0W8gKfMOMcHHNcPPoq2jtIZ5Fx6hf8ACgDZ8H3NtdvLEkLSSRkZcnP0zUGtalLFripLhvLJX5u1AGP4km+xAXcKCS1fAkA/hJqpazWN7CrRIob0oAtRxbPurirMreVArEkLvXJ/GgDh/ix4khudR0nSLWcPsmWW42nvkbQf1P5V618U8HwgpIzi6Q/o1AHmvjK6tLvSLM25jDLanckb7gvHQ+hFee3V0kugadbRyEzQyTF129A23HOPY0AdD8Kdw+Jek5PUy/8Aotq9X+J0Qj8JXxDE75o2Of8ArotAHmFtbSyW6MoGCKKAPctBJbw3oxCqf3EfXt8oqrZjF/fA97gn9BQBo2Lf8T6EA8G3k/8AQkrlfE7CNvGjkMQIoiQpwT+5HQ0AeI6vqlhLo2nxxWttNKLJYml3yeYjAYOQTt+mB+tfTRtRqXgo2bkQx3Gn+U0gPKBo8Ej6ZoA+dPHXh6PwxfnSI7yW7CMrCeUctuAP9a9U8B3GoJClhf373hgiwkkmMgbiMDvjC980Ad95iGPJ+9jpXEeIkkuZXgiZVxyzMeFFAGdp+pWvh60kt4Lx45JgC8iqCeM9jXOeJvGWnXF5EUaaS5CYD8fOR3PTBoAyNH8UvObmK/JkR34XHAFXomgjlafT5CAvzNGe49qAOp0+4V9hcE5xmrEmJ7hLYjKlgcEde/8AjQB4N4iwfHt9t4H244/76r6f+J4z4OB9LhP5GgDzTxWE/wCEa09kkiwbXlFxnO0cnCj9Sa8r5PSgDrvhUW/4WZpGf70n/otq9e+KLhvCl3g9HjH/AJEWgDzmwcCxiHloeOplA7+lFAHs/htS/hTRWAzi3jJ5/wBkVBbjF9fZ7zHH5CgC5Yqf7cgPpBIP1Sub8RMVu/F5UZYW8bAf9sj/AIUAfPSLpz+Ep5GH/EzW5RVzJ1jKsSQvsVwT/tCvqyxvY7fwZDcM3yxaeshY+0eT1oA+dfHuvR65qr6nDKssbkANENqnAA9TzxUngzxLrVr4w0+5vYXTT7rbbKMHYAeA2T1PPU0Ae8i7VS4U4CAA4561xXim+ntWlKb2W5UBVQZJI7D3oAo2XhO81DTlnmgIbGcM4DfiO1cRrmiCG7IltgJEPynzRQA/T9FuZF3KtumeANxNSf2Xq2mzrK/ltFuySBjAoA6KO68oRKrbVxtOD0oOsJpt/A84Lb+dpPJXoT+dAHmmtaXeXPi65vYITJDLdeaNpywUtnkda+lfiWN3gokf89oz/OgDyPxBqSX+iWsao6tbwPGxZs5GBjH5e1ebwLLcSmOEZbBPUDigDq/hTIx+J2kqxPDScf8AbNq9X+JTH/hF7/8A6+E/9DWgDzFFby1+U9KKAPonRtDSDw/pdpfxq09rAithjgMAM9OvSmTaXcx3k8kKB0kbd94DsKAJbPT7iPUorhxhFjZSM9yR/hXKeKdB8V3Gtak+i22ny2d/AkcjXExV1IUrwAD696APMh8CvFjRhWk04P3Pntj/ANBr3d9HeTwkdJdYWn+w/Zstyu7Zt/LNAHj978GPENzHuSfRbIA5McLuEXAHI+X2ya4jWvCl9ocv7zxRYzSKfuWju5H47QP1oA7PwtrOpRW32eZJpmRG+eT7zIBktjtjFdH9qW9ZUkCq0JUgHsfSgCW41qR3aLG1uhK1594it3NwrJlnJIPNAF3TrZooI5gyjA5BPSq2p30hLFz8owc54xQBBoQn1u/WKAHy0JLuoyAO31PHSneNHRfHd5aRKWhsYorZcZ7KGP8A48zUAV0SKSPDO4bsQMla0P7e1FbJtKvLiSSxOGUE5zjpjPQ+1AGlpGiaFrcBgu9ZlsnfKjdCCpz/ALWf5iti2+AdihE0HiS5+YcMkC4IP40Aa3hv4M2XhrxBbaxBq9xPNbliqPEAGypHOD710viHwifEelzWc90LfeVYMibuQQeefagDmx8NrpAFFzbHHGfso/xooA4R/jv4qBI/s6wH/bJ/8aiPx38XFSy2FhgdT5L/APxVAHX/AA5+JfiPxT4jkstXt7W1tFtWmWQQsmSGUDknHQmp/GXjnxVYeITa+Hn0uaxEakyyqW+fuODQBijx78Qcgy3ehxr3xAxP5ZqX/hZPiS15udQtJj/djtAg/VjQByeveO9X1uUxyXUrq38Cnav5Dis+xtz5oe4Vmk7Lnhf/AK9AHQW7i20XWLuPcoSAIG7gscgfiVA+ma7uwtLPxx4H0/W7FhDqJiXzihwDIoAYMPqKAKMM+y3ktb2HyLpH5yMbh7GuY1i2iNyzO5VTyRnpQBjPqBt4vLcgJhSrZ4Pt+lVLl11+ZUiDraRfelxgN7CgD0f4cxRTSzSW1usdjaYjBwOZOp/IY/FhXl15d/2nruo6gZsCe6kdef4Sxx+lAF6JsJnzM/TNSTxR3kHlcs+MozdjQBn20hiIGMMhwfaumtfEV5BALZb26hicciCd0I+hBGKAIbhtYuHItPGetQseiy3TsP8A0IVXh0/xrMTnxpcIuerXc5/kDQBdXQfFhUH/AIWDj/t6uf8A4migBl/pWr3Lot3ohtod43yl0YY55IB5600mKHUkt41RYIELFAByegz+p/CgC6164TkkA9AOwqhJqDM+E6dzQBSmumwWdz7LWRO0k7YJzuPpQBNDarAQMZlPU/3K1rWHbHkS9/WgDofsRm8DXhznzropnOchUDD9Qa5L4VeLpdBums5ZG+xyOQy56H1oA9w1OwsddslaSMNlcq6HBHuCK8z8T+GL232m2n3IRtBbkAdaAOWtPCktzN5t9cMyqQPLUnaPw/z1rbuYpAsOj6RDmWU7cDnbQB6FrEKeDPhde28DqslvamMSA8tK5wW+u5jj2ArwvS9kcahgSw/CgDaRgBxHn3ycU55HIwGAIPRKAIZYi+bhQAWGGHf2NNYt5QYZyDj/AD+VADGuHWSN9x4H8q0YNRkWQqGPPGKALC38m0c0UAdrq9xBIWFvJOYwCW81s/1rgNLnF7qt/KAdgcL17Af/AF6ANC4HynP3jxVBo8DaO5ycGgCu6G4lCDJA7DvUghWJ3jK/vD/EP4RQBLFF5ShUIkDfeqz5oWM7oxwMZU0Adhp8YHw7tnGSJLuY8j/YK14taQmG4lZBj5yf1oA9T8I+LZLW1W3nYtEOh7r/APWrU1zVo7lFEQUr1O2gDFtkklbZArNJJ8qr1JPsK7/wz4cTR4hPcNvvXAaRlwdvdVz7ct9dv4gHJ/Gi/YeHtMsEbas9yZHAPVUU8fmw/KvLLCcnaoCqfX/69AGnweWcnHXnNKsmD8q9uuf60ASxSokoxh93BB6U2eMxb14xjcOaAKT/AHOOx/nU0TnKN6gCgC35uz5TjIooA7HULmRoTPMkUTOu6VYgFQcdhXG+FxvS9dQSrXBxQBtyMC+GHyj+lUmBYMMfM3GcdKAFjRLc7JDtLj73909qowtJGsttIdxJLAk/eoAsJFHCqsXw2MgHt+NQ3l7KkJIKkdMkBs/SgDuNJ1ayXwXpGiASPeXTzsgAyFyxxk+4FedtYmNnUrhwTkUATaaHilK1uA7Svv1oA3Jwum6esJmS1vJ0LNIw+ZFxwq9wTg5PHpxya0fhpq1/e6ff29yT9mgkAt2fAOCOR2OBx1/pQBwvxa1Zb7xVBZRNlbSDDf7zHJ/QL6Vx8QCKF5z1P17UAXo5mVtoG/69RU5zIAd30AoAZJMLfAXl36AdamRm3YbkkfzoAh5+YfjVlIx5anPQ0ABiExMgYjJ9PwooA7DxFJ5OmzD1G049P84rnvB0RTRppiPlMxAOO/H/ANegC9cSeXES3y5560tihkbd2XrQAy+T5Gdh8xyKy2Z0iEnyi4QjZz94e4/z1oAkQ/anbeFLDJwOgxzTL0D7N6bT0z1yP/rUAWdG1UTWtkUMgudJuUmkCfeMIfOVHt8w/GvQfGWgWlyBr+lNG1rdL5p25w3AOcY4PPc0AcL5QjfcBWvocYudatUZQwDFtueuBn+lAB4hadZ/tFzjeGKMoHAOB2+pA+grT8K3EcPhzUb2S5COheVFHJ2j7v8AMDPvQB5DqjT3HiCea5RlkcB2DcEZGf58U9FP3zjj+dAEyfIpJ79KlE5DoMZ9c0AO+ytGzSO3m/N9/wDz0qZnPyn2xQA1j+87c5HSpo2/0c57YNAD7dsW6ZHbPWigDqvFC77cxgfKcg8dKzPCSH/hHWUcYuHAz26f40AMvHZrnHBAPf07VbiuILW03TOELHA96AMe/wBbW4BS2jPHHPU+tVhHIkf2iZvmwcAH+f50ALav+993Ib86sXRC2cmRyq5FAEHw8he41i/vVCM1rGTscEh8hgAR6E17H4Qit53vtKi8423lb9u07I2JdfkJ6EfMD1yMEUAef6jZNZ309urhmjONhPzflVjwp5n9qyXciMqW6lRkYyzDGPyJ/SgBdduJdZ1xbUr8shzJtHO45I/z71vx2CRalMvCabBJ9p2DoxXPB9vl3Y9h6UAeO6nMbrWrmZ85Yqv/AHyAv9Kci5Koo5H86AJtjMRn7oFPWDJLZ6c/jQBZiLxpjg7uo9aZeKke0KcH+7QBUZyHVh14qdJcwS84+U0ASArtHPYdqKAOwuZmvNPfOBIoOR7isXwdKf7N1KAnmKXeAfcY/pQAT580nHOara5CXsoGHPlk5I796AGWVqiwkKo5GfyoudrRYPZsfp/9agBkO0FST1Ap+pMRFIuMAg/qOKAOj+DGnCbSPEN3t3SedDHGMdWG4j8NxQ/8Br160a30TQDcYVAwzH6kAYUn6hQfxNAHmFxpaaxqEVxId0uSXA64UJjHvux+Rrfj097Owt5Cm2LaUiCnKoqoSMfiB165oAo6VZRf8JBqF6q5itmMSA9tjqB+hAq/eQSHw0205e8CS/RG8xcfqPzoA8avLbbqt45I2LK+MfU4p1vGFBb8OfWgCZhhBu/i5zSkYCoOT6YoAliG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W. DzwolakWarszawa, Poland Conformational transition in proteins; Protein Aggregation; Solvational phenomena; Optical spectroscopy; High pressure biophysics![E.A. Galburt](data:image/jpeg;base64,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) E.A. GalburtSt. Louis, Missouri, USA Single-molecule biophysics, transcription, kinetics![S. Gianni](data:image/jpeg;base64,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) S. GianniRome, Italy protein folding; kinetics; protein-protein interactions; intrinsically disordered proteins![O. 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O. GiuffreMessina, Italy Speciation in aqueous solution; metal ligand interactions; thermodynamic parameters; potentiometry; Uv-Vis spectroscopy; titration calorimetry.M. HenzlColumbia, Missouri, USAT. HeydukSt. Louis, Missouri, USA![S. Keller](data:image/jpeg;base64,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) S. KellerKaiserslautern, Germany New membrane-mimetic lipid-bilayer nanodiscs on the basis of amphiphilic copolymers. Novel fluorinated surfactants for membrane-protein research. The folding, functions, and interactions of membrane proteins. Membrane biophysics; membrane-mimetic systems; membrane proteins; polymer-based nanodiscsM.C. MaurerLouisville, Kentucky, USA![V. Militello](data:image/jpeg;base64,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) V. MilitelloPalermo, Italy Molecular Biophysics (in particular Biophysics of Proteins), UV-VIS-IR Spectroscopy, Structure and Dynamics of Proteins, Proteins Aggregation and Intermolecular Interactions, Proteins as Biomaterials.![C. Musio](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/4UBqRXhpZgAATU0AKgAAAAgAEwALAAIAAAAmAAAI/gEOAAIAAAABAAAAAAEPAAIAAAAFAAAJJAEQAAIAAAALAAAJKgESAAMAAAABAAEAAAExAAIAAAAmAAAJNgEyAAIAAAAUAAAJXAITAAMAAAABAAI7HQIgAAQAAAABAAAAAAIhAAQAAAABAAAAAAIiAAQAAAABAAAAAAIjAAQAAAABAAAAAAIkAAQAAAABAAAAAAIlAAIAAAABAAAAgIdpAAQAAAABAAAJcJybAAEAAAACAAAAAJyfAAEAAAACAAAAAOocAAcAAAgMAAAA8uodAAkAAAABAAAQYAAAE1Qc6gAAAAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFdpbmRvd3MgUGhvdG8gRWRpdG9yIDEwLjAuMTAwMTEuMTYzODQAYXN1cwAAQVNVU19aMDBWRAAAV2luZG93cyBQaG90byBFZGl0b3IgMTAuMC4xMDAxMS4xNjM4NAAyMDE4OjA5OjI0IDExOjU0OjIyAAAbgpoABQAAAAEAABLGgp0ABQAAAAEAABLOiCIAAwAAAAEAAAAAiCcAAwAAAAEATAAAkAAABwAAAAQwMjIwkAMAAgAAABQAABLWkAQAAgAAABQAABLqkQEABwAAAAQBAgMAkgQABQAAAAEAABL+kgcAAwAAAAEAAgAAkggAAwAAAAEA/wAAkgkAAwAAAAEAAAAAkgoABQAAAAEAABMGknwABwAAAD0AABMOkpAAAgAAAAM0NABMkpEAAgAAAAM0NAAAkpIAAgAAAAM0NAAAoAAABwAAAAQwMTAwoAEAAwAAAAEAAQAAoAIABAAAAAEAAAZAoAMABAAAAAEAAASwpAIAAwAAAAEAAP//pAMAAwAAAAEAAAAApAQABQAAAAEAABNMpAYAAwAAAAEAAAAA6hwABwAACAwAAAq66h0ACQAAAAEAAAhqAAAAABzqAAAACAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA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C. MusioTrento, Italy Biophysics and Physiology of Sensory and Excitable Systems; Neurobiophysics (molecular and cellular neuroscience); Ion Channels; Classic and Advanced Electrophysiology; Bio-hybrid devices; Biophysical and functional properties of neural interfaces; Sensory Photobiology (photoreceptors and phototransduction).E. SchmittHeidelberg, Germany![S. 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S. SchnellAnn Arbor, Michigan, USA Enzyme kinetics, mathematical biophysics, mathematical modeling, and theoretical biophysical chemistry![J.M. 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) J.M. SeddonLondon, UK Lipid membranes; soft matter self-assembly; cubic phases; cubosomes; x-ray diffraction; calorimetry; hydrostatic pressure.![A. Vindigni](data:image/jpeg;base64,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) A. VindigniSt. Louis, Missouri, USA -DNA replication-DNA repair-Protein-DNA interactions![J. 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J. WarwickerManchester, UK Structural bioinformaticsBioinformaticsComputational biologyComputational biophysics![R. Winter](data:image/jpeg;base64,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) R. WinterDortmund, Germany
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