for each isolate
Isolate Characterization
for each drug combination
Checkerboard Method
Initial Evaluation of Drug Combination
Antagonism
Synergy/Additivity
Time-kill Assay
Modeling Effects of Drug Combination on Resistance and Tolerance
Isolate Selection
Isolate Characterization
Drug Selection
(3) Time-kill Assay
Modeling Effects of Drug Combination
In Vitro Combination Testing
(1) Loewe Additivity Based Model
(2) Bliss Independence Based Model
Resistance: (1)(2)(3)
Tolerance: (3)
for each isolate
for each drug combination
Isolate Selection
Isolate Characterization
Drug Selection
Modeling Effects of Drug Combination
Static model for in vitro combination testing (Checkerboard method)
for each isolate
for each drug combination
Dynamic model for in vitro combination testing
(Time-kill assays)
Drug Selection
Isolate Selection
Modeling Effects of Drug Combination
Static model for in vitro combination testing (Checkerboard method)
for each isolate
Dynamic model for in vitro combination testing
(Time-kill assays)
Correlate with Moleclar Mechanism
for each drug
Initial Evaluation of Drug Combination
Antagonism
Synergy/Additivity
Time-kill Assay
Isolate Selection
Isolate Characterization
Drug Selection
(3) Time-kill Assay
Initial Evaluation of Drug Combination
Antagonism
Synergy/Additivity
Time-kill Assay
Modeling Effects of Drug Combination
In Vitro Combination Testing
(1) Loewe Additivity Based Model
(2) Bliss Independence Based Model
Resistance: (1)(2)(3)
Tolerance: (3)
for each isolate
for each drug combination
Reference:
原住民健康問題不只有醫療 原健法立法衛福部盼多考量 /中央廣播電台
(https://www.rti.org.tw/news/view/id/2083929)
- 收入來源:二、菸品健康福利捐及公益彩券盈餘之百分之一。
Reference:
原住民健康問題不只有醫療 原健法立法衛福部盼多考量 /中央廣播電台
(https://www.rti.org.tw/news/view/id/2083929)
Reference:
關鍵評論- 為何《原住民族健康法》草案難以解決原住民族人的「文化安全」問題? / 朱原慶
(https://phlib.org.tw/最新消息/2020110501/)
Reference:
關鍵評論- 為何《原住民族健康法》草案難以解決原住民族人的「文化安全」問題? / 朱原慶
(https://phlib.org.tw/最新消息/2020110501/)
Reference:
關鍵評論- 為何《原住民族健康法》草案難以解決原住民族人的「文化安全」問題? / 朱原慶
(https://phlib.org.tw/最新消息/2020110501/)
law of cosines
\(||x_t-x||^2=||x_t-x_{t+1}||^2+||x_{t+1}-x||^2\\ +2\langle x_t-x_{t+1},x_{t+1}-x\rangle\)
optimality condition
\(\langle \nabla f(x_t) + L(x_{t+1}-x_t),x-x_{t+1} \rangle \geq 0\)
proximal inequality
\(\frac{2}{L}\langle \nabla f(x_t),x_{t+1}-x \rangle \leq \\ ||x_t-x||^2-||x_t-x_{t+1}||^2-||x_{t+1}-x||^2\)
smoothness
\(f(x_{t+1})-f(x) \leq \frac{L}{2} (||x_t-x||^2-||x_{t+1}-x||^2)\)
\( f(x_{t+1}) - f(x) \leq \frac{L||x_1-x||^2}{2t}\)
"telescopic sum"
law of cosines
\(||x_t-x||^2=||x_t-x_{t+1}||^2+||x_{t+1}-x||^2\\ +2\langle x_t-x_{t+1},x_{t+1}-x\rangle\)
optimality condition
\(\langle \nabla f(x_t) + L(x_{t+1}-x_t),x-x_{t+1} \rangle \geq 0\)
proximal inequality
\(\frac{2}{L}\langle \nabla f(x_t),x_{t+1}-x \rangle \leq \\ ||x_t-x||^2-||x_t-x_{t+1}||^2-||x_{t+1}-x||^2\)
smoothness
strong convexity
\(f(x_{t+1})-f(x) \leq \frac{L-\mu}{2} ||x_t-x||^2-\frac{L}{2}||x_{t+1}-x||^2\)
\(f(x_{t+1}) - f(x) \leq \frac{\mu||x_1-x||^2}{2((1+\frac{\mu}{L-\mu})^t-1)}\)
"telescopic sum"
three point equality
\(D_h(x,x_t) = D_h(x,x_{t+1}) + D_h(x_{t+1},x_t) + \langle \nabla h(x_{t+1}) - \nabla h(x_t),x-x_{t+1}\rangle\)
optimality condition
\(\langle \nabla f(x_t) + L(\nabla h(x_{t+1})-\nabla h(x_t)),x-x_{t+1} \rangle \geq 0\)
proximal inequality
\(\frac{1}{L}\langle \nabla f(x_t),x_{t+1}-x \rangle \leq \\ D_h(x,x_t)-D_h(x,x_{t+1})-D_h(x_{t+1},x_t)\)
relative
smoothness
\(f(x_{t+1})-f(x) \leq L(D_h(x,x_t)-D_h(x,x_{t+1}))\)
\( f(x_{t+1}) - f(x) \leq \frac{LD_h(x,x_1)^2}{2t}\)
"telescopic sum"
\(E\)
\(E^*\)
\(x_t\)
\(Dh(x_t)\)
\(Dh(x_t)-\eta Df(x_t)\)
\(Dh^{-1}(Dh(x_t)-\eta Df(x_t))\)
\(Dh\)
\(Dh^{-1}\)
\(-\eta Df(x_t)\)
OH
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