Mathematics
Insurance
100%
Mild Solution
97%
Banach space
85%
Jump
77%
Optimal Control
75%
Lagrangian Duality
69%
Utility Maximization
67%
Ornstein-Uhlenbeck Operator
67%
Optimal Portfolio
67%
Relaxed Controls
66%
Transition Operator
65%
Convex Duality
60%
Martingale
59%
Nonautonomous Equation
58%
Cauchy Problem
55%
Semimartingale
54%
Stochastic Partial Differential Equations
52%
Hamilton-Jacobi Equation
50%
Lp Spaces
48%
Henri Léon Lebésgue
48%
Customers
48%
Business
47%
Risk Aversion
45%
Semilinear
43%
Space-time
40%
Compactness
39%
Maximise
38%
Lemma
37%
Optimal Investment
36%
Margin
35%
Expected Utility
33%
Regularity
32%
Stochastic PDEs
32%
Compact Embedding
32%
Control Sets
31%
Line
31%
Young Measures
30%
Model
30%
Factorization Method
29%
Convolution
29%
Alternatives
29%
Evolution Operator
28%
Portfolio Choice
28%
Multiplicative Noise
27%
Hamilton-Jacobi
27%
Dividend
27%
Infinite-dimensional Spaces
26%
Wiener Process
25%
Strategy
25%
Metrizable
25%
Business & Economics
Income
87%
Jump
81%
Wealth Dynamics
74%
Semimartingale
65%
Non-life Insurance
62%
Jump-diffusion Model
60%
Deductibles
58%
Utility Maximization
54%
Underwriting
54%
Regime Switching
53%
Optimal Control
50%
Insurance Risk
44%
Insurance Companies
43%
Dividend Payout
42%
Premium
37%
Log-utility
36%
Martingale Method
35%
Wealth
35%
Investment Strategy
33%
Catastrophic Events
33%
Worst-Case Scenario
32%
Expected Utility
32%
Portfolio Insurance
31%
Power Utility
30%
Jump Diffusion
30%
Extreme Events
30%
Inada Conditions
29%
Economic Shocks
28%
Margin
27%
Dividend Policy
27%
Insurance Premium
27%
Convex Duality
26%
Risk Control
26%
Mutual Fund Separation Theorem
26%
Risk-averse
25%
Solvency
25%
Control Variable
23%
Disaster
23%
Severity
22%
Payment
22%
Insurer
22%
Random Utility
21%
Utility Function
20%
Precautionary Saving
20%
Liability
20%
Lending Rate
19%
Capital Markets
19%
Martingale
18%
Investors
18%
Portfolio Choice
18%